WARNING: the argument --multi-file is deprecated. This is not fatal, as GenProg can handle certain deprecated options as of the March 2012 refactor.
However, you may want to consult the GenProg documentation to avoid using 
deprecated options in the future, and verify that your config is doing what you
think it is doing.WARNING: the argument --suffix-extension is deprecated. This is not fatal, as GenProg can handle certain deprecated options as of the March 2012 refactor.
However, you may want to consult the GenProg documentation to avoid using 
deprecated options in the future, and verify that your config is doing what you
think it is doing.--allow-coverage-fail false
--appp 0.33333
--asm-code-only false
--best-edit-rule "1 * fault_loc_weight ; 1 * max_test_fail_prob ; -1 * num_tests"
--best-test-rule "1 * test_fail_prob ; 1 * test_fail_count ; -1 * test_pass_count"
--compiler "gcc"
--compiler-command "perl compile.pl __EXE_NAME__ > /dev/null"
--compiler-opts ""
--continue false
--coverage-info ""
--coverage-per-test false
--crossover "subset"
--crossp 0.5
--delp 0.33333
--describe-machine true
--diversity-selection 0
--edit-script false
--elf-risc false
--exclude-edits ""
--exp-diff false
--fault-file ""
--fault-path "coverage.path.neg"
--fault-scheme "path"
--fitness-in-parallel 1
--fix-file ""
--fix-oracle ""
--fix-path "coverage.path.pos"
--fix-scheme "default"
--flatten-path ""
--format "txt"
--gen-per-exchange 1
--generations 10
--gui false
--hostname "127.0.0.1"
--ignore-dead-code true
--ignore-equiv-appends true
--ignore-standard-headers true
--ignore-string-equiv-fixes true
--ignore-untyped-returns true
--incoming-pop ""
--keep-source false
--label-repair false
--max-evals 0
--minimization false
--mt-cov false
--multiopt-minimize false
--multiopt-no-inf false
--neg-tests 1
--neg-weight 1
--negative-test-weight 2
--neutral-walk-max-size 0
--neutral-walk-weight ""
--nht-id "global"
--nht-port 51000
--nht-server ""
--no-rep-cache false
--no-test-cache false
--num-comps 2
--num-objectives 2
--oracle-genome ""
--popsize 40
--port 60000
--pos-tests 7830
--pos-weight 0.1
--prefix "preprocessed"
--preprocessor ""
--print-incremental-evals false
--print-source-name false
--program "bugged-program.txt"
--promut 1
--quiet false
--regen-paths false
--rep "cilpatch"
--rep-cache "default.cache"
--repp 0
--samp-strat "variant"
--sample 1
--sample-runs 100
--sanity "yes"
--search "ww"
--seed 1
--select-parents-separately false
--selection "tournament"
--semantic-check "scope"
--single-fitness false
--skip-failed-sanity-tests true
--skip-tests ""
--split-search 0
--sport 65000
--subatom-constp 0.5
--subatom-mutp 0
--super-mutant true
--super-mutant-size 50
--swap-bug false
--swapp 0.33333
--template-cache ""
--templates ""
--test-command "__TEST_SCRIPT__ __TEST_NAME__ __EXE_NAME__ >& /dev/null"
--test-script "./test.sh"
--tournament-size 2
--tweet false
--uniq false
--valgrind false
--variants-exchanged 50
uname -a: Linux ip-10-66-78-176 2.6.34.7-61.fc13.i686.PAE #1 SMP Tue Oct 19 04:24:06 UTC 2010 i686 i686 i386 GNU/Linux
date: Mon Dec 16 09:41:19 EST 2013
id: uid=0(root) gid=0(root) groups=0(root),1(bin),2(daemon),3(sys),4(adm),6(disk),10(wheel) context=system_u:system_r:kernel_t:s0
cat /etc/redhat-release: Fedora release 13 (Goddard)
grep 'model name' /proc/cpuinfo: model name	: Intel(R) Xeon(R) CPU           E5506  @ 2.13GHz
grep 'MemTotal' /proc/meminfo: MemTotal:        1747596 kB
grep 'SwapTotal' /proc/meminfo: SwapTotal:             0 kB
cilRep: preprocessing IO function signatures: /tmp/tmpab98d2.c /tmp/tmpe85a81.c
cilRep: done preprocessing IO function signatures
Exception in loading: Sys_error("default.cache: No such file or directory")
cilrep: from_source: pre: stmt_count = 1
cilRep: preprocessed/ext/reflection/php_reflection.c: parsing
cilRep: preprocessed/ext/reflection/php_reflection.c: parsed (1.07802 MB)
cilRep: computing liveness
Bug: BF(Liveness): stmtStartData is not initialized for -1: process_double: 
#line 179 "/root/mountpoint-genprog/genprog-many-bugs/php-bug-2011-11-22-ecc6c335c5-b548293b99/php/Zend/zend_operators.h"
type = (unsigned char)2;
Liveness failed on function:
 __inline static zend_uchar is_numeric_string(char const   *str , int length ,
                                              long *lval , double *dval ,
                                              int allow_errors ) 
{ char const   *ptr ;
  int base ;
  int digits ;
  int dp_or_e ;
  double local_dval ;
  zend_uchar type ;
  char const   *e ;
  char const   *tmp ;
  double __attribute__((__visibility__("default")))  tmp___0 ;
  double __attribute__((__visibility__("default")))  tmp___1 ;
  char const   *tmp___2 ;
  char const   *tmp___3 ;
  int cmp ;
  size_t __s1_len ;
  size_t __s2_len ;
  int tmp___4 ;
  int tmp___5 ;
  int tmp___6 ;
  unsigned char const   *__s2 ;
  register int __result ;
  int tmp___7 ;
  unsigned char const   *__s1 ;
  register int __result___0 ;
  int tmp___8 ;
  int tmp___9 ;
  int tmp___10 ;
  double __attribute__((__visibility__("default")))  tmp___11 ;

  {
   758: /* CIL Label */ 
#line 108
  base = 10;
   759: /* CIL Label */ 
#line 108
  digits = 0;
   760: /* CIL Label */ 
#line 108
  dp_or_e = 0;
   761: /* CIL Label */ 
#line 112
  if (! length) {
#line 113
    return ((unsigned char)0);
  } else {

  }
   762: /* CIL Label */ 
#line 118
  while (1) {
#line 118
    if ((int const   )*str == 32) {

    } else {
#line 118
      if ((int const   )*str == 9) {

      } else {
#line 118
        if ((int const   )*str == 10) {

        } else {
#line 118
          if ((int const   )*str == 13) {

          } else {
#line 118
            if ((int const   )*str == 11) {

            } else {
#line 118
              if ((int const   )*str == 12) {

              } else {
#line 118
                break;
              }
            }
          }
        }
      }
    }
#line 119
    str ++;
#line 120
    length --;
  }
   763: /* CIL Label */ 
#line 122
  ptr = str;
   764: /* CIL Label */ 
#line 124
  if ((int const   )*ptr == 45) {
#line 125
    ptr ++;
  } else {
#line 124
    if ((int const   )*ptr == 43) {
#line 125
      ptr ++;
    } else {

    }
  }
   765: /* CIL Label */ 
#line 128
  if ((int const   )*ptr >= 48) {
#line 128
    if ((int const   )*ptr <= 57) {
#line 131
      if (length > 2) {
#line 131
        if ((int const   )*str == 48) {
#line 131
          if ((int const   )*(str + 1) == 120) {
#line 132
            base = 16;
#line 133
            ptr += 2;
          } else {
#line 131
            if ((int const   )*(str + 1) == 88) {
#line 132
              base = 16;
#line 133
              ptr += 2;
            } else {

            }
          }
        } else {

        }
      } else {

      }
#line 137
      while ((int const   )*ptr == 48) {
#line 138
        ptr ++;
      }
#line 144
      type = (unsigned char)1;
#line 144
      while (1) {
#line 144
        if (digits >= 11) {
#line 144
          if (dval) {
#line 144
            break;
          } else {
#line 144
            if (allow_errors == 1) {
#line 144
              break;
            } else {

            }
          }
        } else {

        }
        check_digits: 
#line 146
        if ((int const   )*ptr >= 48) {
#line 146
          if ((int const   )*ptr <= 57) {
            goto __Cont;
          } else {
            goto _L___3;
          }
        } else {
          _L___3: /* CIL Label */ 
#line 146
          if (base == 16) {
#line 146
            if ((int const   )*ptr >= 65) {
#line 146
              if ((int const   )*ptr <= 70) {
                goto __Cont;
              } else {
                goto _L___2;
              }
            } else {
              _L___2: /* CIL Label */ 
#line 146
              if ((int const   )*ptr >= 97) {
#line 146
                if ((int const   )*ptr <= 102) {
                  goto __Cont;
                } else {
                  goto _L___1;
                }
              } else {
                goto _L___1;
              }
            }
          } else {
            _L___1: /* CIL Label */ 
#line 148
            if (base == 10) {
#line 149
              if ((int const   )*ptr == 46) {
#line 149
                if (dp_or_e < 1) {
                  goto process_double;
                } else {
                  goto _L___0;
                }
              } else {
                _L___0: /* CIL Label */ 
#line 151
                if ((int const   )*ptr == 101) {
                  goto _L;
                } else {
#line 151
                  if ((int const   )*ptr == 69) {
                    _L: /* CIL Label */ 
#line 151
                    if (dp_or_e < 2) {
#line 152
                      e = ptr + 1;
#line 154
                      if ((int const   )*e == 45) {
#line 155
                        tmp = e;
#line 155
                        e ++;
#line 155
                        ptr = tmp;
                      } else {
#line 154
                        if ((int const   )*e == 43) {
#line 155
                          tmp = e;
#line 155
                          e ++;
#line 155
                          ptr = tmp;
                        } else {

                        }
                      }
#line 157
                      if ((int const   )*e >= 48) {
#line 157
                        if ((int const   )*e <= 57) {
                          goto process_double;
                        } else {

                        }
                      } else {

                      }
                    } else {

                    }
                  } else {

                  }
                }
              }
            } else {

            }
          }
        }
#line 163
        break;
        __Cont: /* CIL Label */ 
#line 144
        digits ++;
#line 144
        ptr ++;
      }
#line 166
      if (base == 10) {
#line 167
        if (digits >= 11) {
#line 168
          dp_or_e = -1;
          goto process_double;
        } else {

        }
      } else {
#line 171
        if (digits < 8) {

        } else {
#line 171
          if (digits == 8) {
#line 171
            if ((int const   )*(ptr + - digits) <= 55) {

            } else {
              goto _L___4;
            }
          } else {
            _L___4: /* CIL Label */ 
#line 172
            if (dval) {
#line 173
              tmp___0 = zend_hex_strtod(str, & ptr);
#line 173
              local_dval = (double )tmp___0;
            } else {

            }
#line 175
            type = (unsigned char)2;
          }
        }
      }
    } else {
      goto _L___5;
    }
  } else {
    _L___5: /* CIL Label */ 
#line 177
    if ((int const   )*ptr == 46) {
#line 177
      if ((int const   )*(ptr + 1) >= 48) {
#line 177
        if ((int const   )*(ptr + 1) <= 57) {
          process_double: 
#line 179
          type = (unsigned char)2;
#line 183
          if (dval) {
#line 184
            tmp___1 = zend_strtod(str, & ptr);
#line 184
            local_dval = (double )tmp___1;
          } else {
#line 185
            if (allow_errors != 1) {
#line 185
              if (dp_or_e != -1) {
#line 186
                tmp___3 = ptr;
#line 186
                ptr ++;
#line 186
                if ((int const   )*tmp___3 == 46) {
#line 186
                  dp_or_e = 1;
                } else {
#line 186
                  dp_or_e = 2;
                }
                goto check_digits;
              } else {

              }
            } else {

            }
          }
        } else {
#line 190
          return ((unsigned char)0);
        }
      } else {
#line 190
        return ((unsigned char)0);
      }
    } else {
#line 190
      return ((unsigned char)0);
    }
  }
   766: /* CIL Label */ 
#line 193
  if ((unsigned int )ptr != (unsigned int )(str + length)) {
#line 194
    if (! allow_errors) {
#line 195
      return ((unsigned char)0);
    } else {

    }
#line 197
    if (allow_errors == -1) {
#line 198
      zend_error(1 << 3L, "A non well formed numeric value encountered");
    } else {

    }
  } else {

  }
   767: /* CIL Label */ 
#line 202
  if ((int )type == 1) {
#line 203
    if (digits == 10) {
#line 204
      if (0) {
#line 204
        __s1_len = strlen(ptr + - digits);
#line 204
        __s2_len = strlen(long_min_digits);
#line 204
        if (! ((unsigned int )((void const   *)((ptr + - digits) + 1)) - (unsigned int )((void const   *)(ptr + - digits)) == 1U)) {
          goto _L___7;
        } else {
#line 204
          if (__s1_len >= 4U) {
            _L___7: /* CIL Label */ 
#line 204
            if (! ((unsigned int )((void const   *)(long_min_digits + 1)) - (unsigned int )((void const   *)(long_min_digits)) == 1U)) {
#line 204
              tmp___10 = 1;
            } else {
#line 204
              if (__s2_len >= 4U) {
#line 204
                tmp___10 = 1;
              } else {
#line 204
                tmp___10 = 0;
              }
            }
          } else {
#line 204
            tmp___10 = 0;
          }
        }
#line 204
        if (tmp___10) {
#line 204
          tmp___5 = __builtin_strcmp(ptr + - digits, long_min_digits);
#line 204
          tmp___9 = tmp___5;
        } else {
#line 204
          tmp___8 = __builtin_strcmp(ptr + - digits, long_min_digits);
#line 204
          tmp___9 = tmp___8;
        }
      } else {
#line 204
        tmp___8 = __builtin_strcmp(ptr + - digits, long_min_digits);
#line 204
        tmp___9 = tmp___8;
      }
#line 204
      cmp = tmp___9;
#line 206
      if (cmp < 0) {

      } else {
#line 206
        if (cmp == 0) {
#line 206
          if ((int const   )*str == 45) {

          } else {
            goto _L___8;
          }
        } else {
          _L___8: /* CIL Label */ 
#line 207
          if (dval) {
#line 208
            tmp___11 = zend_strtod(str, (char const   **)((void *)0));
#line 208
            *dval = (double )tmp___11;
          } else {

          }
#line 211
          return ((unsigned char)2);
        }
      }
    } else {

    }
#line 215
    if (lval) {
#line 216
      *lval = strtol((char const   */* __restrict  */)str,
                     (char **/* __restrict  */)((void *)0), base);
    } else {

    }
#line 219
    return ((unsigned char)1);
  } else {
#line 221
    if (dval) {
#line 222
      *dval = local_dval;
    } else {

    }
#line 225
    return ((unsigned char)2);
  }
}
}

cilRep: liveness failure for is_numeric_string: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L: /* CIL Label */ 
#line 749
tmp___10 = __builtin_expect((long )((int )op1->type == 2), 1L);
Liveness failed on function:
 __inline static int ( __attribute__((__always_inline__)) fast_div_function)(zval *result ,
                                                                             zval *op1 ,
                                                                             zval *op2 ) 
{ long tmp ;
  int tmp___0 ;
  long tmp___1 ;
  long tmp___2 ;
  long tmp___3 ;
  long tmp___4 ;
  long tmp___5 ;
  long tmp___6 ;
  long tmp___7 ;
  long tmp___8 ;
  long tmp___9 ;
  long tmp___10 ;
  long tmp___11 ;
  int __attribute__((__visibility__("default")))  tmp___12 ;

  {
   917: /* CIL Label */ 
#line 718
  tmp___11 = __builtin_expect((long )((int )op1->type == 1), 1L);
   918: /* CIL Label */ 
#line 718
  if (tmp___11) {
    goto _L;
  } else {
    _L: /* CIL Label */ 
#line 749
    tmp___10 = __builtin_expect((long )((int )op1->type == 2), 1L);
#line 749
    if (tmp___10) {

    } else {

    }
  }
   919: /* CIL Label */ 
#line 772
  tmp___12 = div_function(result, op1, op2);
   920: /* CIL Label */ 
#line 772
  return ((int )tmp___12);
}
}

cilRep: liveness failure for fast_div_function: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L: /* CIL Label */ 
#line 307 "/root/mountpoint-genprog/genprog-many-bugs/php-bug-2011-11-22-ecc6c335c5-b548293b99/php/Zend/zend_execute.h"
p = executor_globals.argument_stack;
#line 309
zend_vm_stack_extend(count + 1);
#line 311
(executor_globals.argument_stack)->top += count;
#line 312
*((executor_globals.argument_stack)->top) = (void *)((unsigned long )count);
Liveness failed on function:
 __inline static void **( __attribute__((__always_inline__)) zend_vm_stack_push_args)(int count ) 
{ zend_vm_stack p ;
  void *data ;
  zend_vm_stack r ;
  long tmp ;
  int tmp___0 ;
  void **tmp___1 ;
  long tmp___2 ;
  long tmp___3 ;
  void **tmp___4 ;

  {
   1289: /* CIL Label */ 
#line 305
  tmp___2 = __builtin_expect((long )((executor_globals.argument_stack)->top - (void **)((char *)executor_globals.argument_stack + (((sizeof(struct _zend_vm_stack ) + 4U) - 1U) & 4294967292U)) < count),
                             0L);
   1290: /* CIL Label */ 
#line 305
  if (tmp___2) {
    goto _L;
  } else {
#line 305
    tmp___3 = __builtin_expect((long )((unsigned int )(executor_globals.argument_stack)->top == (unsigned int )(executor_globals.argument_stack)->end),
                               0L);
#line 305
    if (tmp___3) {
      _L: /* CIL Label */ 
#line 307
      p = executor_globals.argument_stack;
#line 309
      zend_vm_stack_extend(count + 1);
#line 311
      (executor_globals.argument_stack)->top += count;
#line 312
      *((executor_globals.argument_stack)->top) = (void *)((unsigned long )count);
#line 313
      while (1) {
#line 313
        tmp___0 = count;
#line 313
        count --;
#line 313
        if (tmp___0 > 0) {

        } else {
#line 313
          break;
        }
#line 314
        (p->top) --;
#line 314
        data = *(p->top);
#line 316
        tmp = __builtin_expect((long )((unsigned int )p->top == (unsigned int )((void **)((char *)p + (((sizeof(struct _zend_vm_stack ) + 4U) - 1U) & 4294967292U)))),
                               0L);
#line 316
        if (tmp) {
#line 317
          r = p;
#line 319
          (executor_globals.argument_stack)->prev = p->prev;
#line 320
          p = p->prev;
#line 321
          _efree((void *)r);
        } else {

        }
#line 323
        *((void **)((char *)executor_globals.argument_stack + (((sizeof(struct _zend_vm_stack ) + 4U) - 1U) & 4294967292U)) + count) = data;
      }
#line 325
      tmp___1 = (executor_globals.argument_stack)->top;
#line 325
      ((executor_globals.argument_stack)->top) ++;
#line 325
      return (tmp___1);
    } else {

    }
  }
   1291: /* CIL Label */ 
#line 327
  *((executor_globals.argument_stack)->top) = (void *)((unsigned long )count);
   1292: /* CIL Label */ 
#line 328
  tmp___4 = (executor_globals.argument_stack)->top;
   1293: /* CIL Label */ 
#line 328
  ((executor_globals.argument_stack)->top) ++;
   1294: /* CIL Label */ 
#line 328
  return (tmp___4);
}
}

cilRep: liveness failure for zend_vm_stack_push_args: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L___0: /* CIL Label */ 
#line 610 "/root/mountpoint-genprog/genprog-many-bugs/php-bug-2011-11-22-ecc6c335c5-b548293b99/php/ext/reflection/php_reflection.c"
tmp___17 = strlen(mptr___1->common.function_name);
#line 610
len = tmp___17;
Liveness failed on function:
 static void _class_string(string *str , zend_class_entry *ce , zval *obj ,
                           char *indent ) 
{ int count ;
  int count_static_props ;
  int count_static_funcs ;
  int count_shadow_props ;
  string sub_indent ;
  char *kind ;
  char const   *tmp ;
  zend_uint i ;
  int __attribute__((__visibility__("default")))  tmp___0 ;
  HashPosition pos ;
  zval **value ;
  char *key ;
  uint key_len ;
  ulong num_index ;
  int __attribute__((__visibility__("default")))  tmp___1 ;
  int __attribute__((__visibility__("default")))  tmp___2 ;
  HashPosition pos___0 ;
  zend_property_info *prop ;
  int __attribute__((__visibility__("default")))  tmp___3 ;
  HashPosition pos___1 ;
  zend_property_info *prop___0 ;
  int __attribute__((__visibility__("default")))  tmp___4 ;
  int __attribute__((__visibility__("default")))  tmp___5 ;
  HashPosition pos___2 ;
  zend_function *mptr ;
  int __attribute__((__visibility__("default")))  tmp___6 ;
  HashPosition pos___3 ;
  zend_function *mptr___0 ;
  int __attribute__((__visibility__("default")))  tmp___7 ;
  int __attribute__((__visibility__("default")))  tmp___8 ;
  HashPosition pos___4 ;
  zend_property_info *prop___1 ;
  int __attribute__((__visibility__("default")))  tmp___9 ;
  string dyn ;
  HashTable *properties ;
  HashTable *tmp___10 ;
  HashPosition pos___5 ;
  zval **prop___2 ;
  char *prop_name ;
  uint prop_name_size ;
  ulong index___0 ;
  ulong __attribute__((__visibility__("default")))  tmp___11 ;
  int __attribute__((__visibility__("default")))  tmp___12 ;
  int __attribute__((__visibility__("default")))  tmp___13 ;
  int __attribute__((__visibility__("default")))  tmp___14 ;
  int __attribute__((__visibility__("default")))  tmp___15 ;
  int __attribute__((__visibility__("default")))  tmp___16 ;
  HashPosition pos___6 ;
  zend_function *mptr___1 ;
  string dyn___0 ;
  char *key___0 ;
  uint key_len___0 ;
  ulong num_index___0 ;
  uint len ;
  size_t tmp___17 ;
  zend_function *closure ;
  int tmp___18 ;
  zend_function __attribute__((__visibility__("default")))  *tmp___19 ;
  int __attribute__((__visibility__("default")))  tmp___20 ;
  int __attribute__((__visibility__("default")))  tmp___21 ;
  int __attribute__((__visibility__("default")))  tmp___22 ;

  {
   1725: /* CIL Label */ 
#line 359
  count_static_props = 0;
   1726: /* CIL Label */ 
#line 359
  count_static_funcs = 0;
   1727: /* CIL Label */ 
#line 359
  count_shadow_props = 0;
   1728: /* CIL Label */ 
#line 362
  string_init(& sub_indent);
   1729: /* CIL Label */ 
#line 363
  string_printf(& sub_indent, "%s    ", indent);
   1730: /* CIL Label */ 
#line 366
  if ((int )ce->type == 2) {
#line 366
    if (ce->info.user.doc_comment) {
#line 367
      string_printf(str, "%s%s", indent, ce->info.user.doc_comment);
#line 368
      string_write(str, (char *)"\n", 1);
    } else {

    }
  } else {

  }
   1731: /* CIL Label */ 
#line 371
  if (obj) {
#line 372
    string_printf(str, "%sObject of class [ ", indent);
  } else {
#line 374
    kind = (char *)"Class";
#line 375
    if (ce->ce_flags & 128U) {
#line 376
      kind = (char *)"Interface";
    } else {
#line 377
      if ((ce->ce_flags & 288U) == 288U) {
#line 378
        kind = (char *)"Trait";
      } else {

      }
    }
#line 380
    string_printf(str, "%s%s [ ", indent, kind);
  }
   1732: /* CIL Label */ 
#line 382
  if ((int )ce->type == 2) {
#line 382
    tmp = "<user";
  } else {
#line 382
    tmp = "<internal";
  }
   1733: /* CIL Label */ 
#line 382
  string_printf(str, tmp);
   1734: /* CIL Label */ 
#line 383
  if ((int )ce->type == 1) {
#line 383
    if (ce->info.internal.module) {
#line 384
      string_printf(str, ":%s", (ce->info.internal.module)->name);
    } else {

    }
  } else {

  }
   1735: /* CIL Label */ 
#line 386
  string_printf(str, "> ");
   1736: /* CIL Label */ 
#line 387
  if ((unsigned int )ce->get_iterator != (unsigned int )((void *)0)) {
#line 388
    string_printf(str, "<iterateable> ");
  } else {

  }
   1737: /* CIL Label */ 
#line 390
  if (ce->ce_flags & 128U) {
#line 391
    string_printf(str, "interface ");
  } else {
#line 392
    if ((ce->ce_flags & 288U) == 288U) {
#line 393
      string_printf(str, "trait ");
    } else {
#line 395
      if (ce->ce_flags & 48U) {
#line 396
        string_printf(str, "abstract ");
      } else {

      }
#line 398
      if (ce->ce_flags & 64U) {
#line 399
        string_printf(str, "final ");
      } else {

      }
#line 401
      string_printf(str, "class ");
    }
  }
   1738: /* CIL Label */ 
#line 403
  string_printf(str, "%s", ce->name);
   1739: /* CIL Label */ 
#line 404
  if (ce->parent) {
#line 405
    string_printf(str, " extends %s", (ce->parent)->name);
  } else {

  }
   1740: /* CIL Label */ 
#line 408
  if (ce->num_interfaces) {
#line 411
    if (ce->ce_flags & 128U) {
#line 412
      string_printf(str, " extends %s", (*(ce->interfaces + 0))->name);
    } else {
#line 414
      string_printf(str, " implements %s", (*(ce->interfaces + 0))->name);
    }
#line 416
    i = 1U;
#line 416
    while (i < ce->num_interfaces) {
#line 417
      string_printf(str, ", %s", (*(ce->interfaces + i))->name);
#line 416
      i ++;
    }
  } else {

  }
   1741: /* CIL Label */ 
#line 420
  string_printf(str, " ] {\n");
   1742: /* CIL Label */ 
#line 423
  if ((int )ce->type == 2) {
#line 424
    string_printf(str, "%s  @@ %s %d-%d\n", indent, ce->info.user.filename,
                  ce->info.user.line_start, ce->info.user.line_end);
  } else {

  }
   1743: /* CIL Label */ 
#line 429
  if (& ce->constants_table) {
#line 430
    zend_hash_apply_with_argument(& ce->constants_table,
                                  (int (*)(void *pDest , void *argument ))(& zval_update_constant),
                                  (void *)1);
#line 431
    string_printf(str, "\n");
#line 432
    tmp___0 = zend_hash_num_elements((HashTable const   *)(& ce->constants_table));
#line 432
    count = (int )tmp___0;
#line 433
    string_printf(str, "%s  - Constants [%d] {\n", indent, count);
#line 434
    if (count > 0) {
#line 441
      zend_hash_internal_pointer_reset_ex(& ce->constants_table, & pos);
#line 443
      while (1) {
#line 443
        tmp___1 = zend_hash_get_current_data_ex(& ce->constants_table,
                                                (void **)(& value), & pos);
#line 443
        if (tmp___1 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 443
          break;
        }
#line 444
        zend_hash_get_current_key_ex((HashTable const   *)(& ce->constants_table),
                                     & key, & key_len, & num_index,
                                     (unsigned char)0, & pos);
#line 446
        _const_string(str, key, *value, indent);
#line 447
        zend_hash_move_forward_ex(& ce->constants_table, & pos);
      }
    } else {

    }
#line 450
    string_printf(str, "%s  }\n", indent);
  } else {

  }
   1744: /* CIL Label */ 
#line 454
  if (& ce->properties_info) {
#line 456
    tmp___2 = zend_hash_num_elements((HashTable const   *)(& ce->properties_info));
#line 456
    count = (int )tmp___2;
#line 457
    if (count > 0) {
#line 461
      zend_hash_internal_pointer_reset_ex(& ce->properties_info, & pos___0);
#line 463
      while (1) {
#line 463
        tmp___3 = zend_hash_get_current_data_ex(& ce->properties_info,
                                                (void **)(& prop), & pos___0);
#line 463
        if (tmp___3 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 463
          break;
        }
#line 464
        if (prop->flags & 131072U) {
#line 465
          count_shadow_props ++;
        } else {
#line 466
          if (prop->flags & 1U) {
#line 467
            count_static_props ++;
          } else {

          }
        }
#line 469
        zend_hash_move_forward_ex(& ce->properties_info, & pos___0);
      }
    } else {

    }
#line 474
    string_printf(str, "\n%s  - Static properties [%d] {\n", indent,
                  count_static_props);
#line 475
    if (count_static_props > 0) {
#line 479
      zend_hash_internal_pointer_reset_ex(& ce->properties_info, & pos___1);
#line 481
      while (1) {
#line 481
        tmp___4 = zend_hash_get_current_data_ex(& ce->properties_info,
                                                (void **)(& prop___0), & pos___1);
#line 481
        if (tmp___4 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 481
          break;
        }
#line 482
        if (prop___0->flags & 1U) {
#line 482
          if (! (prop___0->flags & 131072U)) {
#line 483
            _property_string(str, prop___0, (char *)((void *)0),
                             sub_indent.string);
          } else {

          }
        } else {

        }
#line 486
        zend_hash_move_forward_ex(& ce->properties_info, & pos___1);
      }
    } else {

    }
#line 489
    string_printf(str, "%s  }\n", indent);
  } else {

  }
   1745: /* CIL Label */ 
#line 493
  if (& ce->function_table) {
#line 495
    tmp___5 = zend_hash_num_elements((HashTable const   *)(& ce->function_table));
#line 495
    count = (int )tmp___5;
#line 496
    if (count > 0) {
#line 500
      zend_hash_internal_pointer_reset_ex(& ce->function_table, & pos___2);
#line 502
      while (1) {
#line 502
        tmp___6 = zend_hash_get_current_data_ex(& ce->function_table,
                                                (void **)(& mptr), & pos___2);
#line 502
        if (tmp___6 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 502
          break;
        }
#line 503
        if (mptr->common.fn_flags & 1U) {
#line 503
          if ((mptr->common.fn_flags & 1024U) == 0U) {
#line 506
            count_static_funcs ++;
          } else {
#line 503
            if ((unsigned int )mptr->common.scope == (unsigned int )ce) {
#line 506
              count_static_funcs ++;
            } else {

            }
          }
        } else {

        }
#line 508
        zend_hash_move_forward_ex(& ce->function_table, & pos___2);
      }
    } else {

    }
#line 513
    string_printf(str, "\n%s  - Static methods [%d] {", indent,
                  count_static_funcs);
#line 514
    if (count_static_funcs > 0) {
#line 518
      zend_hash_internal_pointer_reset_ex(& ce->function_table, & pos___3);
#line 520
      while (1) {
#line 520
        tmp___7 = zend_hash_get_current_data_ex(& ce->function_table,
                                                (void **)(& mptr___0), & pos___3);
#line 520
        if (tmp___7 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 520
          break;
        }
#line 521
        if (mptr___0->common.fn_flags & 1U) {
#line 521
          if ((mptr___0->common.fn_flags & 1024U) == 0U) {
#line 524
            string_printf(str, "\n");
#line 525
            _function_string(str, mptr___0, ce, sub_indent.string);
          } else {
#line 521
            if ((unsigned int )mptr___0->common.scope == (unsigned int )ce) {
#line 524
              string_printf(str, "\n");
#line 525
              _function_string(str, mptr___0, ce, sub_indent.string);
            } else {

            }
          }
        } else {

        }
#line 527
        zend_hash_move_forward_ex(& ce->function_table, & pos___3);
      }
    } else {
#line 530
      string_printf(str, "\n");
    }
#line 532
    string_printf(str, "%s  }\n", indent);
  } else {

  }
   1746: /* CIL Label */ 
#line 536
  if (& ce->properties_info) {
#line 537
    tmp___8 = zend_hash_num_elements((HashTable const   *)(& ce->properties_info));
#line 537
    count = (int )((tmp___8 - (int __attribute__((__visibility__("default")))  )count_static_props) - (int __attribute__((__visibility__("default")))  )count_shadow_props);
#line 538
    string_printf(str, "\n%s  - Properties [%d] {\n", indent, count);
#line 539
    if (count > 0) {
#line 543
      zend_hash_internal_pointer_reset_ex(& ce->properties_info, & pos___4);
#line 545
      while (1) {
#line 545
        tmp___9 = zend_hash_get_current_data_ex(& ce->properties_info,
                                                (void **)(& prop___1), & pos___4);
#line 545
        if (tmp___9 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 545
          break;
        }
#line 546
        if (! (prop___1->flags & 131073U)) {
#line 547
          _property_string(str, prop___1, (char *)((void *)0), sub_indent.string);
        } else {

        }
#line 549
        zend_hash_move_forward_ex(& ce->properties_info, & pos___4);
      }
    } else {

    }
#line 552
    string_printf(str, "%s  }\n", indent);
  } else {

  }
   1747: /* CIL Label */ 
#line 555
  if (obj) {
#line 555
    if ((obj->value.obj.handlers)->get_properties) {
#line 557
      tmp___10 = (*((obj->value.obj.handlers)->get_properties))(obj);
#line 557
      properties = tmp___10;
#line 561
      string_init(& dyn);
#line 562
      count = 0;
#line 564
      if (properties) {
#line 564
        tmp___15 = zend_hash_num_elements((HashTable const   *)properties);
#line 564
        if (tmp___15) {
#line 565
          zend_hash_internal_pointer_reset_ex(properties, & pos___5);
#line 567
          while (1) {
#line 567
            tmp___14 = zend_hash_get_current_data_ex(properties,
                                                     (void **)(& prop___2),
                                                     & pos___5);
#line 567
            if (tmp___14 == (int __attribute__((__visibility__("default")))  )0) {

            } else {
#line 567
              break;
            }
#line 572
            tmp___13 = zend_hash_get_current_key_ex((HashTable const   *)properties,
                                                    & prop_name,
                                                    & prop_name_size,
                                                    & index___0,
                                                    (unsigned char)1, & pos___5);
#line 572
            if (tmp___13 == (int __attribute__((__visibility__("default")))  )1) {
#line 573
              if (prop_name_size) {
#line 573
                if (*(prop_name + 0)) {
#line 574
                  tmp___11 = zend_get_hash_value((char const   *)prop_name,
                                                 prop_name_size);
#line 574
                  tmp___12 = zend_hash_quick_exists((HashTable const   *)(& ce->properties_info),
                                                    (char const   *)prop_name,
                                                    prop_name_size,
                                                    (unsigned long )tmp___11);
#line 574
                  if (tmp___12) {

                  } else {
#line 575
                    count ++;
#line 576
                    _property_string(& dyn, (zend_property_info *)((void *)0),
                                     prop_name, sub_indent.string);
                  }
                } else {

                }
              } else {

              }
#line 579
              _efree((void *)prop_name);
            } else {

            }
#line 581
            zend_hash_move_forward_ex(properties, & pos___5);
          }
        } else {

        }
      } else {

      }
#line 585
      string_printf(str, "\n%s  - Dynamic properties [%d] {\n", indent, count);
#line 586
      string_append(str, & dyn);
#line 587
      string_printf(str, "%s  }\n", indent);
#line 588
      string_free(& dyn);
    } else {

    }
  } else {

  }
   1748: /* CIL Label */ 
#line 592
  if (& ce->function_table) {
#line 593
    tmp___16 = zend_hash_num_elements((HashTable const   *)(& ce->function_table));
#line 593
    count = (int )(tmp___16 - (int __attribute__((__visibility__("default")))  )count_static_funcs);
#line 594
    if (count > 0) {
#line 599
      count = 0;
#line 600
      string_init(& dyn___0);
#line 601
      zend_hash_internal_pointer_reset_ex(& ce->function_table, & pos___6);
#line 603
      while (1) {
#line 603
        tmp___22 = zend_hash_get_current_data_ex(& ce->function_table,
                                                 (void **)(& mptr___1),
                                                 & pos___6);
#line 603
        if (tmp___22 == (int __attribute__((__visibility__("default")))  )0) {

        } else {
#line 603
          break;
        }
#line 604
        if ((mptr___1->common.fn_flags & 1U) == 0U) {
#line 604
          if ((mptr___1->common.fn_flags & 1024U) == 0U) {
            goto _L___0;
          } else {
#line 604
            if ((unsigned int )mptr___1->common.scope == (unsigned int )ce) {
              _L___0: /* CIL Label */ 
#line 610
              tmp___17 = strlen(mptr___1->common.function_name);
#line 610
              len = tmp___17;
#line 613
              if ((mptr___1->common.fn_flags & 8192U) == 0U) {
                goto _L;
              } else {
#line 613
                if ((unsigned int )mptr___1->common.scope == (unsigned int )ce) {
                  goto _L;
                } else {
#line 613
                  tmp___20 = zend_hash_get_current_key_ex((HashTable const   *)(& ce->function_table),
                                                          & key___0,
                                                          & key_len___0,
                                                          & num_index___0,
                                                          (unsigned char)0,
                                                          & pos___6);
#line 613
                  if (tmp___20 != (int __attribute__((__visibility__("default")))  )1) {
                    goto _L;
                  } else {
#line 613
                    tmp___21 = zend_binary_strcasecmp((char const   *)key___0,
                                                      key_len___0 - 1U,
                                                      mptr___1->common.function_name,
                                                      len);
#line 613
                    if (tmp___21 == (int __attribute__((__visibility__("default")))  )0) {
                      _L: /* CIL Label */ 
#line 620
                      if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 620
                        if (obj) {
#line 620
                          if (len == sizeof("__invoke") - 1U) {
#line 620
                            tmp___18 = memcmp((void const   *)mptr___1->common.function_name,
                                              (void const   *)"__invoke",
                                              sizeof("__invoke") - 1U);
#line 620
                            if (tmp___18 == 0) {
#line 620
                              tmp___19 = zend_get_closure_invoke_method(obj);
#line 620
                              closure = (zend_function *)tmp___19;
#line 620
                              if ((unsigned int )closure != (unsigned int )((void *)0)) {
#line 624
                                mptr___1 = closure;
                              } else {
#line 626
                                closure = (zend_function *)((void *)0);
                              }
                            } else {
#line 626
                              closure = (zend_function *)((void *)0);
                            }
                          } else {
#line 626
                            closure = (zend_function *)((void *)0);
                          }
                        } else {
#line 626
                          closure = (zend_function *)((void *)0);
                        }
                      } else {
#line 626
                        closure = (zend_function *)((void *)0);
                      }
#line 628
                      string_printf(& dyn___0, "\n");
#line 629
                      _function_string(& dyn___0, mptr___1, ce,
                                       sub_indent.string);
#line 630
                      count ++;
#line 631
                      _free_function(closure);
                    } else {

                    }
                  }
                }
              }
            } else {

            }
          }
        } else {

        }
#line 634
        zend_hash_move_forward_ex(& ce->function_table, & pos___6);
      }
#line 636
      string_printf(str, "\n%s  - Methods [%d] {", indent, count);
#line 637
      if (! count) {
#line 638
        string_printf(str, "\n");
      } else {

      }
#line 640
      string_append(str, & dyn___0);
#line 641
      string_free(& dyn___0);
    } else {
#line 643
      string_printf(str, "\n%s  - Methods [0] {\n", indent);
    }
#line 645
    string_printf(str, "%s  }\n", indent);
  } else {

  }
   1749: /* CIL Label */ 
#line 648
  string_printf(str, "%s}\n", indent);
   1750: /* CIL Label */ 
#line 649
  string_free(& sub_indent);
   1751: /* CIL Label */ 
#line 650
  return;
}
}

cilRep: liveness failure for _class_string: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L___2: /* CIL Label */ 
_L___1: /* CIL Label */ 
_L___0: /* CIL Label */ 
_L: /* CIL Label */ 
#line 2171
tmp___14 = zend_hash_find((HashTable const   *)(& ce->function_table),
                          (char const   *)lcname___0, lcname_len___0 + 1U,
                          (void **)(& fptr));
Liveness failed on function:
 void zim_reflection_parameter___construct(int ht , zval *return_value ,
                                           zval **return_value_ptr ,
                                           zval *this_ptr ,
                                           int return_value_used ) 
{ parameter_reference *ref ;
  zval *reference ;
  zval **parameter ;
  zval *object ;
  zval *name ;
  reflection_object *intern ;
  zend_function *fptr ;
  struct _zend_arg_info *arg_info ;
  int position ;
  zend_class_entry *ce ;
  zend_bool is_closure ;
  int __attribute__((__visibility__("default")))  tmp ;
  void __attribute__((__visibility__("default")))  *tmp___0 ;
  unsigned int lcname_len ;
  char *lcname ;
  char __attribute__((__visibility__("default")))  *tmp___1 ;
  int __attribute__((__visibility__("default")))  tmp___2 ;
  zval **classref ;
  zval **method ;
  zend_class_entry **pce ;
  unsigned int lcname_len___0 ;
  char *lcname___0 ;
  int __attribute__((__visibility__("default")))  tmp___3 ;
  int __attribute__((__visibility__("default")))  tmp___4 ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___5 ;
  zval *new_zv ;
  void __attribute__((__visibility__("default")))  *tmp___6 ;
  zend_uint tmp___7 ;
  zend_bool tmp___8 ;
  int __attribute__((__visibility__("default")))  tmp___9 ;
  zval *new_zv___0 ;
  void __attribute__((__visibility__("default")))  *tmp___10 ;
  zend_uint tmp___11 ;
  zend_bool tmp___12 ;
  char __attribute__((__visibility__("default")))  *tmp___13 ;
  int __attribute__((__visibility__("default")))  tmp___14 ;
  int tmp___15 ;
  zend_function __attribute__((__visibility__("default")))  *tmp___16 ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___17 ;
  zend_function const __attribute__((__visibility__("default")))  *tmp___18 ;
  int __attribute__((__visibility__("default")))  tmp___19 ;
  zend_bool __attribute__((__visibility__("default")))  tmp___20 ;
  zend_uint i ;
  zval *new_zv___1 ;
  void __attribute__((__visibility__("default")))  *tmp___21 ;
  zend_uint tmp___22 ;
  zend_bool tmp___23 ;
  size_t __s1_len ;
  size_t __s2_len ;
  int tmp___24 ;
  int tmp___25 ;
  int tmp___26 ;
  unsigned char const   *__s2 ;
  register int __result ;
  int tmp___27 ;
  unsigned char const   *__s1 ;
  register int __result___0 ;
  int tmp___28 ;
  int tmp___29 ;
  int tmp___30 ;
  void __attribute__((__visibility__("default")))  *tmp___31 ;
  char const   *__s ;
  int __l ;
  zval *__z ;
  char __attribute__((__visibility__("default")))  *tmp___32 ;
  zval *member ;
  void __attribute__((__visibility__("default")))  *tmp___33 ;
  char const   *__s___0 ;
  int __l___0 ;
  zval *__z___0 ;
  char __attribute__((__visibility__("default")))  *tmp___34 ;
  void __attribute__((__visibility__("default")))  *tmp___35 ;

  {
   3735: /* CIL Label */ 
#line 2103
  ce = (zend_class_entry *)((void *)0);
   3736: /* CIL Label */ 
#line 2104
  is_closure = (zend_bool )0;
   3737: /* CIL Label */ 
#line 2106
  tmp = zend_parse_parameters(ht, "zZ", & reference, & parameter);
   3738: /* CIL Label */ 
#line 2106
  if (tmp == (int __attribute__((__visibility__("default")))  )-1) {
#line 2107
    return;
  } else {

  }
   3739: /* CIL Label */ 
#line 2110
  object = this_ptr;
   3740: /* CIL Label */ 
#line 2111
  tmp___0 = zend_object_store_get_object((zval const   *)object);
   3741: /* CIL Label */ 
#line 2111
  intern = (reflection_object *)tmp___0;
   3742: /* CIL Label */ 
#line 2112
  if ((unsigned int )intern == (unsigned int )((void *)0)) {
#line 2113
    return;
  } else {

  }
   0: /* CIL Label */ 
#line 2117
  switch ((int )reference->type) {
  case 6: 
#line 2122
  lcname_len = (unsigned int )reference->value.str.len;
#line 2123
  tmp___1 = zend_str_tolower_dup((char const   *)reference->value.str.val,
                                 lcname_len);
#line 2123
  lcname = (char *)tmp___1;
#line 2124
  tmp___2 = zend_hash_find((HashTable const   *)executor_globals.function_table,
                           (char const   *)lcname, lcname_len + 1U,
                           (void **)(& fptr));
#line 2124
  if (tmp___2 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2125
    _efree((void *)lcname);
#line 2126
    zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                            (char *)"Function %s() does not exist",
                            reference->value.str.val);
#line 2128
    return;
  } else {

  }
#line 2130
  _efree((void *)lcname);
#line 2132
  ce = fptr->common.scope;
#line 2133
  break;
  case 4: 
#line 2142
  tmp___3 = zend_hash_index_find((HashTable const   *)reference->value.ht, 0UL,
                                 (void **)(& classref));
#line 2142
  if (tmp___3 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2145
    zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                         (char *)"Expected array($object, $method) or array($classname, $method)",
                         0L);
#line 2145
    return;
  } else {
#line 2142
    tmp___4 = zend_hash_index_find((HashTable const   *)reference->value.ht,
                                   1UL, (void **)(& method));
#line 2142
    if (tmp___4 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2145
      zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                           (char *)"Expected array($object, $method) or array($classname, $method)",
                           0L);
#line 2145
      return;
    } else {

    }
  }
#line 2149
  if ((int )(*classref)->type == 5) {
#line 2150
    tmp___5 = zend_get_class_entry((zval const   *)*classref);
#line 2150
    ce = (zend_class_entry *)tmp___5;
  } else {
#line 2152
    if ((int )(*classref)->type != 6) {
#line 2152
      tmp___8 = zval_isref_p(*classref);
#line 2152
      if (tmp___8) {

      } else {
#line 2152
        while (1) {
#line 2152
          tmp___7 = zval_refcount_p(*classref);
#line 2152
          if (tmp___7 > 1U) {
#line 2152
            zval_delref_p(*classref);
#line 2152
            while (1) {
#line 2152
              tmp___6 = _emalloc(sizeof(zval_gc_info ));
#line 2152
              new_zv = (zval *)tmp___6;
#line 2152
              ((zval_gc_info *)new_zv)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2152
              break;
            }
#line 2152
            while (1) {
#line 2152
              while (1) {
#line 2152
                new_zv->value = (*classref)->value;
#line 2152
                new_zv->type = (*classref)->type;
#line 2152
                break;
              }
#line 2152
              zval_set_refcount_p(new_zv, 1U);
#line 2152
              zval_unset_isref_p(new_zv);
#line 2152
              break;
            }
#line 2152
            *classref = new_zv;
#line 2152
            _zval_copy_ctor(new_zv);
          } else {

          }
#line 2152
          break;
        }
      }
#line 2152
      if ((int )(*classref)->type != 6) {
#line 2152
        _convert_to_string(*classref);
      } else {

      }
    } else {

    }
#line 2153
    tmp___9 = zend_lookup_class((char const   *)(*classref)->value.str.val,
                                (*classref)->value.str.len, & pce);
#line 2153
    if (tmp___9 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2154
      zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                              (char *)"Class %s does not exist",
                              (*classref)->value.str.val);
#line 2156
      return;
    } else {

    }
#line 2158
    ce = *pce;
  }
#line 2161
  if ((int )(*method)->type != 6) {
#line 2161
    tmp___12 = zval_isref_p(*method);
#line 2161
    if (tmp___12) {

    } else {
#line 2161
      while (1) {
#line 2161
        tmp___11 = zval_refcount_p(*method);
#line 2161
        if (tmp___11 > 1U) {
#line 2161
          zval_delref_p(*method);
#line 2161
          while (1) {
#line 2161
            tmp___10 = _emalloc(sizeof(zval_gc_info ));
#line 2161
            new_zv___0 = (zval *)tmp___10;
#line 2161
            ((zval_gc_info *)new_zv___0)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2161
            break;
          }
#line 2161
          while (1) {
#line 2161
            while (1) {
#line 2161
              new_zv___0->value = (*method)->value;
#line 2161
              new_zv___0->type = (*method)->type;
#line 2161
              break;
            }
#line 2161
            zval_set_refcount_p(new_zv___0, 1U);
#line 2161
            zval_unset_isref_p(new_zv___0);
#line 2161
            break;
          }
#line 2161
          *method = new_zv___0;
#line 2161
          _zval_copy_ctor(new_zv___0);
        } else {

        }
#line 2161
        break;
      }
    }
#line 2161
    if ((int )(*method)->type != 6) {
#line 2161
      _convert_to_string(*method);
    } else {

    }
  } else {

  }
#line 2162
  lcname_len___0 = (unsigned int )(*method)->value.str.len;
#line 2163
  tmp___13 = zend_str_tolower_dup((char const   *)(*method)->value.str.val,
                                  lcname_len___0);
#line 2163
  lcname___0 = (char *)tmp___13;
#line 2164
  if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 2164
    if ((int )(*classref)->type == 5) {
#line 2164
      if (lcname_len___0 == sizeof("__invoke") - 1U) {
#line 2164
        tmp___15 = memcmp((void const   *)lcname___0,
                          (void const   *)"__invoke", sizeof("__invoke") - 1U);
#line 2164
        if (tmp___15 == 0) {
#line 2164
          tmp___16 = zend_get_closure_invoke_method(*classref);
#line 2164
          fptr = (zend_function *)tmp___16;
#line 2164
          if ((unsigned int )fptr != (unsigned int )((void *)0)) {

          } else {
            goto _L___2;
          }
        } else {
          goto _L___2;
        }
      } else {
        goto _L___2;
      }
    } else {
      goto _L___2;
    }
  } else {
    _L___2: /* CIL Label */ 
    _L___1: /* CIL Label */ 
    _L___0: /* CIL Label */ 
    _L: /* CIL Label */ 
#line 2171
    tmp___14 = zend_hash_find((HashTable const   *)(& ce->function_table),
                              (char const   *)lcname___0, lcname_len___0 + 1U,
                              (void **)(& fptr));
#line 2171
    if (tmp___14 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2172
      _efree((void *)lcname___0);
#line 2173
      zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                              (char *)"Method %s::%s() does not exist",
                              ce->name, (*method)->value.str.val);
#line 2175
      return;
    } else {

    }
  }
#line 2177
  _efree((void *)lcname___0);
#line 2179
  break;
  case 5: 
#line 2182
  tmp___17 = zend_get_class_entry((zval const   *)reference);
#line 2182
  ce = (zend_class_entry *)tmp___17;
#line 2184
  tmp___20 = instanceof_function((zend_class_entry const   *)ce,
                                 (zend_class_entry const   *)zend_ce_closure);
#line 2184
  if (tmp___20) {
#line 2185
    tmp___18 = zend_get_closure_method_def(reference);
#line 2185
    fptr = (zend_function *)tmp___18;
#line 2186
    zval_addref_p(reference);
#line 2187
    is_closure = (unsigned char)1;
  } else {
#line 2188
    tmp___19 = zend_hash_find((HashTable const   *)(& ce->function_table),
                              "__invoke", sizeof("__invoke"), (void **)(& fptr));
#line 2188
    if (tmp___19 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2189
      zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                              (char *)"Method %s::%s() does not exist",
                              ce->name, "__invoke");
#line 2191
      return;
    } else {

    }
  }
#line 2194
  break;
  default: 
#line 2197
  zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                       (char *)"The parameter class is expected to be either a string, an array(class, method) or a callable object",
                       0L);
#line 2197
  return;
  }
   3743: /* CIL Label */ 
#line 2202
  arg_info = fptr->common.arg_info;
   3744: /* CIL Label */ 
#line 2203
  if ((int )(*parameter)->type == 1) {
#line 2204
    position = (int )(*parameter)->value.lval;
#line 2205
    if (position < 0) {
      goto _L___3;
    } else {
#line 2205
      if ((unsigned int )position >= fptr->common.num_args) {
        _L___3: /* CIL Label */ 
#line 2206
        if (fptr->common.fn_flags & 2097152U) {
#line 2207
          if ((int )fptr->type != 3) {
#line 2208
            _efree((void *)((char *)fptr->common.function_name));
          } else {

          }
#line 2210
          _efree((void *)fptr);
        } else {

        }
#line 2212
        if (is_closure) {
#line 2213
          _zval_ptr_dtor(& reference);
        } else {

        }
#line 2215
        zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                             (char *)"The parameter specified by its offset could not be found",
                             0L);
#line 2215
        return;
      } else {

      }
    }
  } else {
#line 2221
    position = -1;
#line 2222
    if ((int )(*parameter)->type != 6) {
#line 2222
      tmp___23 = zval_isref_p(*parameter);
#line 2222
      if (tmp___23) {

      } else {
#line 2222
        while (1) {
#line 2222
          tmp___22 = zval_refcount_p(*parameter);
#line 2222
          if (tmp___22 > 1U) {
#line 2222
            zval_delref_p(*parameter);
#line 2222
            while (1) {
#line 2222
              tmp___21 = _emalloc(sizeof(zval_gc_info ));
#line 2222
              new_zv___1 = (zval *)tmp___21;
#line 2222
              ((zval_gc_info *)new_zv___1)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2222
              break;
            }
#line 2222
            while (1) {
#line 2222
              while (1) {
#line 2222
                new_zv___1->value = (*parameter)->value;
#line 2222
                new_zv___1->type = (*parameter)->type;
#line 2222
                break;
              }
#line 2222
              zval_set_refcount_p(new_zv___1, 1U);
#line 2222
              zval_unset_isref_p(new_zv___1);
#line 2222
              break;
            }
#line 2222
            *parameter = new_zv___1;
#line 2222
            _zval_copy_ctor(new_zv___1);
          } else {

          }
#line 2222
          break;
        }
      }
#line 2222
      if ((int )(*parameter)->type != 6) {
#line 2222
        _convert_to_string(*parameter);
      } else {

      }
    } else {

    }
#line 2223
    i = 0U;
#line 2223
    while (i < fptr->common.num_args) {
#line 2224
      if ((arg_info + i)->name) {
#line 2224
        if (0) {
#line 2224
          __s1_len = strlen((arg_info + i)->name);
#line 2224
          __s2_len = strlen((char const   *)(*parameter)->value.str.val);
#line 2224
          if (! ((unsigned int )((void const   *)((arg_info + i)->name + 1)) - (unsigned int )((void const   *)(arg_info + i)->name) == 1U)) {
            goto _L___5;
          } else {
#line 2224
            if (__s1_len >= 4U) {
              _L___5: /* CIL Label */ 
#line 2224
              if (! ((unsigned int )((void const   *)((*parameter)->value.str.val + 1)) - (unsigned int )((void const   *)(*parameter)->value.str.val) == 1U)) {
#line 2224
                tmp___30 = 1;
              } else {
#line 2224
                if (__s2_len >= 4U) {
#line 2224
                  tmp___30 = 1;
                } else {
#line 2224
                  tmp___30 = 0;
                }
              }
            } else {
#line 2224
              tmp___30 = 0;
            }
          }
#line 2224
          if (tmp___30) {
#line 2224
            tmp___25 = __builtin_strcmp((arg_info + i)->name,
                                        (char const   *)(*parameter)->value.str.val);
#line 2224
            tmp___29 = tmp___25;
          } else {
#line 2224
            tmp___28 = __builtin_strcmp((arg_info + i)->name,
                                        (char const   *)(*parameter)->value.str.val);
#line 2224
            tmp___29 = tmp___28;
          }
        } else {
#line 2224
          tmp___28 = __builtin_strcmp((arg_info + i)->name,
                                      (char const   *)(*parameter)->value.str.val);
#line 2224
          tmp___29 = tmp___28;
        }
#line 2224
        if (tmp___29 == 0) {
#line 2225
          position = (int )i;
#line 2226
          break;
        } else {

        }
      } else {

      }
#line 2223
      i ++;
    }
#line 2229
    if (position == -1) {
#line 2230
      if (fptr->common.fn_flags & 2097152U) {
#line 2231
        if ((int )fptr->type != 3) {
#line 2232
          _efree((void *)((char *)fptr->common.function_name));
        } else {

        }
#line 2234
        _efree((void *)fptr);
      } else {

      }
#line 2236
      if (is_closure) {
#line 2237
        _zval_ptr_dtor(& reference);
      } else {

      }
#line 2239
      zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                           (char *)"The parameter specified by its name could not be found",
                           0L);
#line 2239
      return;
    } else {

    }
  }
   3745: /* CIL Label */ 
#line 2244
  while (1) {
#line 2244
    tmp___31 = _emalloc(sizeof(zval_gc_info ));
#line 2244
    name = (zval *)tmp___31;
#line 2244
    ((zval_gc_info *)name)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2244
    break;
  }
   3746: /* CIL Label */ 
#line 2244
  name->refcount__gc = 1U;
   3747: /* CIL Label */ 
#line 2244
  name->is_ref__gc = (unsigned char)0;
   3748: /* CIL Label */ 
#line 2245
  if ((arg_info + position)->name) {
#line 2246
    while (1) {
#line 2246
      __s = (arg_info + position)->name;
#line 2246
      __l = (int )(arg_info + position)->name_len;
#line 2246
      __z = name;
#line 2246
      __z->value.str.len = __l;
#line 2246
      tmp___32 = _estrndup(__s, (unsigned int )__l);
#line 2246
      __z->value.str.val = (char *)tmp___32;
#line 2246
      __z->type = (unsigned char)6;
#line 2246
      break;
    }
  } else {
#line 2248
    name->type = (unsigned char)0;
  }
   3749: /* CIL Label */ 
#line 2250
  while (1) {
#line 2250
    while (1) {
#line 2250
      tmp___33 = _emalloc(sizeof(zval_gc_info ));
#line 2250
      member = (zval *)tmp___33;
#line 2250
      ((zval_gc_info *)member)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2250
      break;
    }
#line 2250
    member->refcount__gc = 1U;
#line 2250
    member->is_ref__gc = (unsigned char)0;
#line 2250
    while (1) {
#line 2250
      __s___0 = "name";
#line 2250
      __l___0 = (int )(sizeof("name") - 1U);
#line 2250
      __z___0 = member;
#line 2250
      __z___0->value.str.len = __l___0;
#line 2250
      tmp___34 = _estrndup(__s___0, (unsigned int )__l___0);
#line 2250
      __z___0->value.str.val = (char *)tmp___34;
#line 2250
      __z___0->type = (unsigned char)6;
#line 2250
      break;
    }
#line 2250
    zend_std_write_property(object, member, name,
                            (struct _zend_literal  const  *)((void *)0));
#line 2250
    zval_delref_p(name);
#line 2250
    _zval_ptr_dtor(& member);
#line 2250
    break;
  }
   3750: /* CIL Label */ 
#line 2252
  tmp___35 = _emalloc(sizeof(parameter_reference ));
   3751: /* CIL Label */ 
#line 2252
  ref = (parameter_reference *)tmp___35;
   3752: /* CIL Label */ 
#line 2253
  ref->arg_info = arg_info + position;
   3753: /* CIL Label */ 
#line 2254
  ref->offset = (unsigned int )position;
   3754: /* CIL Label */ 
#line 2255
  ref->required = fptr->common.required_num_args;
   3755: /* CIL Label */ 
#line 2256
  ref->fptr = fptr;
   3756: /* CIL Label */ 
#line 2258
  intern->ptr = (void *)ref;
   3757: /* CIL Label */ 
#line 2259
  intern->ref_type = (enum __anonenum_reflection_type_t_105 )2;
   3758: /* CIL Label */ 
#line 2260
  intern->ce = ce;
   3759: /* CIL Label */ 
#line 2261
  if (reference) {
#line 2261
    if (is_closure) {
#line 2262
      intern->obj = reference;
    } else {

    }
  } else {

  }
   3760: /* CIL Label */ 
#line 2264
  return;
}
}

cilRep: liveness failure for zim_reflection_parameter___construct: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L___2: /* CIL Label */ 
_L___1: /* CIL Label */ 
_L___0: /* CIL Label */ 
_L: /* CIL Label */ 
#line 2655
tmp___7 = zend_hash_find((HashTable const   *)(& ce->function_table),
                         (char const   *)lcname, (unsigned int )(name_len + 1),
                         (void **)(& mptr));
Liveness failed on function:
 void zim_reflection_method___construct(int ht , zval *return_value ,
                                        zval **return_value_ptr ,
                                        zval *this_ptr , int return_value_used ) 
{ zval *name ;
  zval *classname ;
  zval *object ;
  zval *orig_obj ;
  reflection_object *intern ;
  char *lcname ;
  zend_class_entry **pce ;
  zend_class_entry *ce ;
  zend_function *mptr ;
  char *name_str ;
  char *tmp ;
  int name_len ;
  int tmp_len ;
  zval ztmp ;
  int __attribute__((__visibility__("default")))  tmp___0 ;
  char const   *__s ;
  int __l ;
  zval *__z ;
  char __attribute__((__visibility__("default")))  *tmp___1 ;
  int __attribute__((__visibility__("default")))  tmp___2 ;
  void __attribute__((__visibility__("default")))  *tmp___3 ;
  int __attribute__((__visibility__("default")))  tmp___4 ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___5 ;
  char __attribute__((__visibility__("default")))  *tmp___6 ;
  int __attribute__((__visibility__("default")))  tmp___7 ;
  int tmp___8 ;
  zend_function __attribute__((__visibility__("default")))  *tmp___9 ;
  void __attribute__((__visibility__("default")))  *tmp___10 ;
  char const   *__s___0 ;
  int __l___0 ;
  zval *__z___0 ;
  char __attribute__((__visibility__("default")))  *tmp___11 ;
  zval *member ;
  void __attribute__((__visibility__("default")))  *tmp___12 ;
  char const   *__s___1 ;
  int __l___1 ;
  zval *__z___1 ;
  char __attribute__((__visibility__("default")))  *tmp___13 ;
  void __attribute__((__visibility__("default")))  *tmp___14 ;
  char const   *__s___2 ;
  zval *__z___2 ;
  size_t tmp___15 ;
  char __attribute__((__visibility__("default")))  *tmp___16 ;
  zval *member___0 ;
  void __attribute__((__visibility__("default")))  *tmp___17 ;
  char const   *__s___3 ;
  int __l___2 ;
  zval *__z___3 ;
  char __attribute__((__visibility__("default")))  *tmp___18 ;

  {
   4245: /* CIL Label */ 
#line 2592
  tmp___2 = zend_parse_parameters_ex(1 << 1, ht, "zs", & classname, & name_str,
                                     & name_len);
   4246: /* CIL Label */ 
#line 2592
  if (tmp___2 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2593
    tmp___0 = zend_parse_parameters(ht, "s", & name_str, & name_len);
#line 2593
    if (tmp___0 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2594
      return;
    } else {

    }
#line 2596
    tmp = strstr((char const   *)name_str, "::");
#line 2596
    if ((unsigned int )tmp == (unsigned int )((void *)0)) {
#line 2597
      zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                              (char *)"Invalid method name %s", name_str);
#line 2598
      return;
    } else {

    }
#line 2600
    classname = & ztmp;
#line 2601
    tmp_len = tmp - name_str;
#line 2602
    while (1) {
#line 2602
      __s = (char const   *)name_str;
#line 2602
      __l = tmp_len;
#line 2602
      __z = classname;
#line 2602
      __z->value.str.len = __l;
#line 2602
      tmp___1 = _estrndup(__s, (unsigned int )__l);
#line 2602
      __z->value.str.val = (char *)tmp___1;
#line 2602
      __z->type = (unsigned char)6;
#line 2602
      break;
    }
#line 2603
    name_len -= tmp_len + 2;
#line 2604
    name_str = tmp + 2;
#line 2605
    orig_obj = (zval *)((void *)0);
  } else {
#line 2606
    if ((int )classname->type == 5) {
#line 2607
      orig_obj = classname;
    } else {
#line 2609
      orig_obj = (zval *)((void *)0);
    }
  }
   4247: /* CIL Label */ 
#line 2612
  object = this_ptr;
   4248: /* CIL Label */ 
#line 2613
  tmp___3 = zend_object_store_get_object((zval const   *)object);
   4249: /* CIL Label */ 
#line 2613
  intern = (reflection_object *)tmp___3;
   4250: /* CIL Label */ 
#line 2614
  if ((unsigned int )intern == (unsigned int )((void *)0)) {
#line 2615
    return;
  } else {

  }
   0: /* CIL Label */ 
#line 2619
  switch ((int )classname->type) {
  case 6: 
#line 2621
  tmp___4 = zend_lookup_class((char const   *)classname->value.str.val,
                              classname->value.str.len, & pce);
#line 2621
  if (tmp___4 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2622
    zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                            (char *)"Class %s does not exist",
                            classname->value.str.val);
#line 2624
    if ((unsigned int )classname == (unsigned int )(& ztmp)) {
#line 2625
      _zval_dtor(& ztmp);
    } else {

    }
#line 2627
    return;
  } else {

  }
#line 2629
  ce = *pce;
#line 2630
  break;
  case 5: 
#line 2633
  tmp___5 = zend_get_class_entry((zval const   *)classname);
#line 2633
  ce = (zend_class_entry *)tmp___5;
#line 2634
  break;
  default: ;
#line 2637
  if ((unsigned int )classname == (unsigned int )(& ztmp)) {
#line 2638
    _zval_dtor(& ztmp);
  } else {

  }
#line 2640
  zend_throw_exception((zend_class_entry *)reflection_exception_ptr,
                       (char *)"The parameter class is expected to be either a string or an object",
                       0L);
#line 2640
  return;
  }
   4251: /* CIL Label */ 
#line 2644
  if ((unsigned int )classname == (unsigned int )(& ztmp)) {
#line 2645
    _zval_dtor(& ztmp);
  } else {

  }
   4252: /* CIL Label */ 
#line 2648
  tmp___6 = zend_str_tolower_dup((char const   *)name_str,
                                 (unsigned int )name_len);
   4253: /* CIL Label */ 
#line 2648
  lcname = (char *)tmp___6;
   4254: /* CIL Label */ 
#line 2650
  if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 2650
    if (orig_obj) {
#line 2650
      if ((unsigned int )name_len == sizeof("__invoke") - 1U) {
#line 2650
        tmp___8 = memcmp((void const   *)lcname, (void const   *)"__invoke",
                         sizeof("__invoke") - 1U);
#line 2650
        if (tmp___8 == 0) {
#line 2650
          tmp___9 = zend_get_closure_invoke_method(orig_obj);
#line 2650
          mptr = (zend_function *)tmp___9;
#line 2650
          if ((unsigned int )mptr != (unsigned int )((void *)0)) {

          } else {
            goto _L___2;
          }
        } else {
          goto _L___2;
        }
      } else {
        goto _L___2;
      }
    } else {
      goto _L___2;
    }
  } else {
    _L___2: /* CIL Label */ 
    _L___1: /* CIL Label */ 
    _L___0: /* CIL Label */ 
    _L: /* CIL Label */ 
#line 2655
    tmp___7 = zend_hash_find((HashTable const   *)(& ce->function_table),
                             (char const   *)lcname,
                             (unsigned int )(name_len + 1), (void **)(& mptr));
#line 2655
    if (tmp___7 == (int __attribute__((__visibility__("default")))  )-1) {
#line 2656
      _efree((void *)lcname);
#line 2657
      zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr, 0L,
                              (char *)"Method %s::%s() does not exist",
                              ce->name, name_str);
#line 2659
      return;
    } else {

    }
  }
   4255: /* CIL Label */ 
#line 2661
  _efree((void *)lcname);
   4256: /* CIL Label */ 
#line 2663
  while (1) {
#line 2663
    tmp___10 = _emalloc(sizeof(zval_gc_info ));
#line 2663
    classname = (zval *)tmp___10;
#line 2663
    ((zval_gc_info *)classname)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2663
    break;
  }
   4257: /* CIL Label */ 
#line 2663
  classname->refcount__gc = 1U;
   4258: /* CIL Label */ 
#line 2663
  classname->is_ref__gc = (unsigned char)0;
   4259: /* CIL Label */ 
#line 2664
  while (1) {
#line 2664
    __s___0 = (mptr->common.scope)->name;
#line 2664
    __l___0 = (int )(mptr->common.scope)->name_length;
#line 2664
    __z___0 = classname;
#line 2664
    __z___0->value.str.len = __l___0;
#line 2664
    tmp___11 = _estrndup(__s___0, (unsigned int )__l___0);
#line 2664
    __z___0->value.str.val = (char *)tmp___11;
#line 2664
    __z___0->type = (unsigned char)6;
#line 2664
    break;
  }
   4260: /* CIL Label */ 
#line 2666
  while (1) {
#line 2666
    while (1) {
#line 2666
      tmp___12 = _emalloc(sizeof(zval_gc_info ));
#line 2666
      member = (zval *)tmp___12;
#line 2666
      ((zval_gc_info *)member)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2666
      break;
    }
#line 2666
    member->refcount__gc = 1U;
#line 2666
    member->is_ref__gc = (unsigned char)0;
#line 2666
    while (1) {
#line 2666
      __s___1 = "class";
#line 2666
      __l___1 = (int )(sizeof("class") - 1U);
#line 2666
      __z___1 = member;
#line 2666
      __z___1->value.str.len = __l___1;
#line 2666
      tmp___13 = _estrndup(__s___1, (unsigned int )__l___1);
#line 2666
      __z___1->value.str.val = (char *)tmp___13;
#line 2666
      __z___1->type = (unsigned char)6;
#line 2666
      break;
    }
#line 2666
    zend_std_write_property(object, member, classname,
                            (struct _zend_literal  const  *)((void *)0));
#line 2666
    zval_delref_p(classname);
#line 2666
    _zval_ptr_dtor(& member);
#line 2666
    break;
  }
   4261: /* CIL Label */ 
#line 2668
  while (1) {
#line 2668
    tmp___14 = _emalloc(sizeof(zval_gc_info ));
#line 2668
    name = (zval *)tmp___14;
#line 2668
    ((zval_gc_info *)name)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2668
    break;
  }
   4262: /* CIL Label */ 
#line 2668
  name->refcount__gc = 1U;
   4263: /* CIL Label */ 
#line 2668
  name->is_ref__gc = (unsigned char)0;
   4264: /* CIL Label */ 
#line 2669
  while (1) {
#line 2669
    __s___2 = mptr->common.function_name;
#line 2669
    __z___2 = name;
#line 2669
    tmp___15 = strlen(__s___2);
#line 2669
    __z___2->value.str.len = (int )tmp___15;
#line 2669
    tmp___16 = _estrndup(__s___2, (unsigned int )__z___2->value.str.len);
#line 2669
    __z___2->value.str.val = (char *)tmp___16;
#line 2669
    __z___2->type = (unsigned char)6;
#line 2669
    break;
  }
   4265: /* CIL Label */ 
#line 2670
  while (1) {
#line 2670
    while (1) {
#line 2670
      tmp___17 = _emalloc(sizeof(zval_gc_info ));
#line 2670
      member___0 = (zval *)tmp___17;
#line 2670
      ((zval_gc_info *)member___0)->u.buffered = (gc_root_buffer *)((void *)0);
#line 2670
      break;
    }
#line 2670
    member___0->refcount__gc = 1U;
#line 2670
    member___0->is_ref__gc = (unsigned char)0;
#line 2670
    while (1) {
#line 2670
      __s___3 = "name";
#line 2670
      __l___2 = (int )(sizeof("name") - 1U);
#line 2670
      __z___3 = member___0;
#line 2670
      __z___3->value.str.len = __l___2;
#line 2670
      tmp___18 = _estrndup(__s___3, (unsigned int )__l___2);
#line 2670
      __z___3->value.str.val = (char *)tmp___18;
#line 2670
      __z___3->type = (unsigned char)6;
#line 2670
      break;
    }
#line 2670
    zend_std_write_property(object, member___0, name,
                            (struct _zend_literal  const  *)((void *)0));
#line 2670
    zval_delref_p(name);
#line 2670
    _zval_ptr_dtor(& member___0);
#line 2670
    break;
  }
   4266: /* CIL Label */ 
#line 2671
  intern->ptr = (void *)mptr;
   4267: /* CIL Label */ 
#line 2672
  intern->ref_type = (enum __anonenum_reflection_type_t_105 )1;
   4268: /* CIL Label */ 
#line 2673
  intern->ce = ce;
   4269: /* CIL Label */ 
#line 2674
  return;
}
}

cilRep: liveness failure for zim_reflection_method___construct: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L___2: /* CIL Label */ 
_L___1: /* CIL Label */ 
#line 3570
tmp___7 = zend_hash_exists((HashTable const   *)(& ce->function_table),
                           (char const   *)lc_name,
                           (unsigned int )(name_len + 1));
Liveness failed on function:
 void zim_reflection_class_hasMethod(int ht , zval *return_value ,
                                     zval **return_value_ptr , zval *this_ptr ,
                                     int return_value_used ) 
{ reflection_object *intern ;
  zend_class_entry *ce ;
  char *name ;
  char *lc_name ;
  int name_len ;
  char const __attribute__((__visibility__("default")))  *tmp ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___0 ;
  zend_bool __attribute__((__visibility__("default")))  tmp___1 ;
  int __attribute__((__visibility__("default")))  tmp___2 ;
  void __attribute__((__visibility__("default")))  *tmp___3 ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___4 ;
  char __attribute__((__visibility__("default")))  *tmp___5 ;
  zval *__z ;
  zval *__z___0 ;
  int tmp___6 ;
  int __attribute__((__visibility__("default")))  tmp___7 ;

  {
   5377: /* CIL Label */ 
#line 3563
  if (! this_ptr) {
#line 3563
    tmp = get_active_function_name();
#line 3563
    php_error_docref0((char const   *)((void *)0), 1,
                      "%s() cannot be called statically", tmp);
#line 3563
    return;
  } else {
#line 3563
    tmp___0 = zend_get_class_entry((zval const   *)this_ptr);
#line 3563
    tmp___1 = instanceof_function((zend_class_entry const   *)tmp___0,
                                  (zend_class_entry const   *)reflection_class_ptr);
#line 3563
    if (tmp___1) {

    } else {
#line 3563
      tmp = get_active_function_name();
#line 3563
      php_error_docref0((char const   *)((void *)0), 1,
                        "%s() cannot be called statically", tmp);
#line 3563
      return;
    }
  }
   5378: /* CIL Label */ 
#line 3564
  tmp___2 = zend_parse_parameters(ht, "s", & name, & name_len);
   5379: /* CIL Label */ 
#line 3564
  if (tmp___2 == (int __attribute__((__visibility__("default")))  )-1) {
#line 3565
    return;
  } else {

  }
   5380: /* CIL Label */ 
#line 3568
  tmp___3 = zend_object_store_get_object((zval const   *)this_ptr);
   5381: /* CIL Label */ 
#line 3568
  intern = (reflection_object *)tmp___3;
   5382: /* CIL Label */ 
#line 3568
  if ((unsigned int )intern == (unsigned int )((void *)0)) {
    goto _L;
  } else {
#line 3568
    if ((unsigned int )intern->ptr == (unsigned int )((void *)0)) {
      _L: /* CIL Label */ 
#line 3568
      if (executor_globals.exception) {
#line 3568
        tmp___4 = zend_get_class_entry((zval const   *)executor_globals.exception);
#line 3568
        if ((unsigned int )tmp___4 == (unsigned int )reflection_exception_ptr) {
#line 3568
          return;
        } else {

        }
      } else {

      }
#line 3568
      php_error_docref0((char const   *)((void *)0), 1,
                        "Internal error: Failed to retrieve the reflection object");
    } else {

    }
  }
   5383: /* CIL Label */ 
#line 3568
  ce = (zend_class_entry *)intern->ptr;
   5384: /* CIL Label */ 
#line 3569
  tmp___5 = zend_str_tolower_dup((char const   *)name, (unsigned int )name_len);
   5385: /* CIL Label */ 
#line 3569
  lc_name = (char *)tmp___5;
   5386: /* CIL Label */ 
#line 3570
  if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 3570
    if ((unsigned int )name_len == sizeof("__invoke") - 1U) {
#line 3570
      tmp___6 = memcmp((void const   *)lc_name, (void const   *)"__invoke",
                       sizeof("__invoke") - 1U);
#line 3570
      if (tmp___6 == 0) {
        goto _L___0;
      } else {
        goto _L___2;
      }
    } else {
      goto _L___2;
    }
  } else {
    _L___2: /* CIL Label */ 
    _L___1: /* CIL Label */ 
#line 3570
    tmp___7 = zend_hash_exists((HashTable const   *)(& ce->function_table),
                               (char const   *)lc_name,
                               (unsigned int )(name_len + 1));
#line 3570
    if (tmp___7) {
      _L___0: /* CIL Label */ 
#line 3573
      _efree((void *)lc_name);
#line 3574
      while (1) {
#line 3574
        __z = return_value;
#line 3574
        __z->value.lval = 1L;
#line 3574
        __z->type = (unsigned char)3;
#line 3574
        break;
      }
#line 3574
      return;
    } else {
#line 3576
      _efree((void *)lc_name);
#line 3577
      while (1) {
#line 3577
        __z___0 = return_value;
#line 3577
        __z___0->value.lval = 0L;
#line 3577
        __z___0->type = (unsigned char)3;
#line 3577
        break;
      }
#line 3577
      return;
    }
  }
}
}

cilRep: liveness failure for zim_reflection_class_hasMethod: Errormsg.Error
Bug: BF(Liveness): stmtStartData is not initialized for -1: _L___4: /* CIL Label */ 
_L___3: /* CIL Label */ 
_L___2: /* CIL Label */ 
_L___1: /* CIL Label */ 
_L___0: /* CIL Label */ 
#line 3616
tmp___6 = zend_hash_find((HashTable const   *)(& ce->function_table),
                         (char const   *)lc_name, (unsigned int )(name_len + 1),
                         (void **)(& mptr));
Liveness failed on function:
 void zim_reflection_class_getMethod(int ht , zval *return_value ,
                                     zval **return_value_ptr , zval *this_ptr ,
                                     int return_value_used ) 
{ reflection_object *intern ;
  zend_class_entry *ce ;
  zend_function *mptr ;
  zval obj_tmp ;
  char *name ;
  char *lc_name ;
  int name_len ;
  char const __attribute__((__visibility__("default")))  *tmp ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___0 ;
  zend_bool __attribute__((__visibility__("default")))  tmp___1 ;
  int __attribute__((__visibility__("default")))  tmp___2 ;
  void __attribute__((__visibility__("default")))  *tmp___3 ;
  zend_class_entry __attribute__((__visibility__("default")))  *tmp___4 ;
  char __attribute__((__visibility__("default")))  *tmp___5 ;
  int __attribute__((__visibility__("default")))  tmp___6 ;
  int tmp___7 ;
  int __attribute__((__visibility__("default")))  tmp___8 ;
  zend_function __attribute__((__visibility__("default")))  *tmp___9 ;
  int tmp___10 ;
  zend_function __attribute__((__visibility__("default")))  *tmp___11 ;

  {
   5437: /* CIL Label */ 
#line 3593
  if (! this_ptr) {
#line 3593
    tmp = get_active_function_name();
#line 3593
    php_error_docref0((char const   *)((void *)0), 1,
                      "%s() cannot be called statically", tmp);
#line 3593
    return;
  } else {
#line 3593
    tmp___0 = zend_get_class_entry((zval const   *)this_ptr);
#line 3593
    tmp___1 = instanceof_function((zend_class_entry const   *)tmp___0,
                                  (zend_class_entry const   *)reflection_class_ptr);
#line 3593
    if (tmp___1) {

    } else {
#line 3593
      tmp = get_active_function_name();
#line 3593
      php_error_docref0((char const   *)((void *)0), 1,
                        "%s() cannot be called statically", tmp);
#line 3593
      return;
    }
  }
   5438: /* CIL Label */ 
#line 3594
  tmp___2 = zend_parse_parameters(ht, "s", & name, & name_len);
   5439: /* CIL Label */ 
#line 3594
  if (tmp___2 == (int __attribute__((__visibility__("default")))  )-1) {
#line 3595
    return;
  } else {

  }
   5440: /* CIL Label */ 
#line 3598
  tmp___3 = zend_object_store_get_object((zval const   *)this_ptr);
   5441: /* CIL Label */ 
#line 3598
  intern = (reflection_object *)tmp___3;
   5442: /* CIL Label */ 
#line 3598
  if ((unsigned int )intern == (unsigned int )((void *)0)) {
    goto _L;
  } else {
#line 3598
    if ((unsigned int )intern->ptr == (unsigned int )((void *)0)) {
      _L: /* CIL Label */ 
#line 3598
      if (executor_globals.exception) {
#line 3598
        tmp___4 = zend_get_class_entry((zval const   *)executor_globals.exception);
#line 3598
        if ((unsigned int )tmp___4 == (unsigned int )reflection_exception_ptr) {
#line 3598
          return;
        } else {

        }
      } else {

      }
#line 3598
      php_error_docref0((char const   *)((void *)0), 1,
                        "Internal error: Failed to retrieve the reflection object");
    } else {

    }
  }
   5443: /* CIL Label */ 
#line 3598
  ce = (zend_class_entry *)intern->ptr;
   5444: /* CIL Label */ 
#line 3599
  tmp___5 = zend_str_tolower_dup((char const   *)name, (unsigned int )name_len);
   5445: /* CIL Label */ 
#line 3599
  lc_name = (char *)tmp___5;
   5446: /* CIL Label */ 
#line 3600
  if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 3600
    if (intern->obj) {
#line 3600
      if ((unsigned int )name_len == sizeof("__invoke") - 1U) {
#line 3600
        tmp___10 = memcmp((void const   *)lc_name, (void const   *)"__invoke",
                          sizeof("__invoke") - 1U);
#line 3600
        if (tmp___10 == 0) {
#line 3600
          tmp___11 = zend_get_closure_invoke_method(intern->obj);
#line 3600
          mptr = (zend_function *)tmp___11;
#line 3600
          if ((unsigned int )mptr != (unsigned int )((void *)0)) {
#line 3606
            reflection_method_factory(ce, mptr, (zval *)((void *)0),
                                      return_value);
#line 3607
            _efree((void *)lc_name);
          } else {
            goto _L___8;
          }
        } else {
          goto _L___8;
        }
      } else {
        goto _L___8;
      }
    } else {
      goto _L___8;
    }
  } else {
    _L___8: /* CIL Label */ 
    _L___7: /* CIL Label */ 
    _L___6: /* CIL Label */ 
    _L___5: /* CIL Label */ 
#line 3608
    if ((unsigned int )ce == (unsigned int )zend_ce_closure) {
#line 3608
      if (! intern->obj) {
#line 3608
        if ((unsigned int )name_len == sizeof("__invoke") - 1U) {
#line 3608
          tmp___7 = memcmp((void const   *)lc_name, (void const   *)"__invoke",
                           sizeof("__invoke") - 1U);
#line 3608
          if (tmp___7 == 0) {
#line 3608
            tmp___8 = _object_init_ex(& obj_tmp, ce);
#line 3608
            if (tmp___8 == (int __attribute__((__visibility__("default")))  )0) {
#line 3608
              tmp___9 = zend_get_closure_invoke_method(& obj_tmp);
#line 3608
              mptr = (zend_function *)tmp___9;
#line 3608
              if ((unsigned int )mptr != (unsigned int )((void *)0)) {
#line 3613
                reflection_method_factory(ce, mptr, (zval *)((void *)0),
                                          return_value);
#line 3614
                _zval_dtor(& obj_tmp);
#line 3615
                _efree((void *)lc_name);
              } else {
                goto _L___4;
              }
            } else {
              goto _L___4;
            }
          } else {
            goto _L___4;
          }
        } else {
          goto _L___4;
        }
      } else {
        goto _L___4;
      }
    } else {
      _L___4: /* CIL Label */ 
      _L___3: /* CIL Label */ 
      _L___2: /* CIL Label */ 
      _L___1: /* CIL Label */ 
      _L___0: /* CIL Label */ 
#line 3616
      tmp___6 = zend_hash_find((HashTable const   *)(& ce->function_table),
                               (char const   *)lc_name,
                               (unsigned int )(name_len + 1), (void **)(& mptr));
#line 3616
      if (tmp___6 == (int __attribute__((__visibility__("default")))  )0) {
#line 3617
        reflection_method_factory(ce, mptr, (zval *)((void *)0), return_value);
#line 3618
        _efree((void *)lc_name);
      } else {
#line 3620
        _efree((void *)lc_name);
#line 3621
        zend_throw_exception_ex((zend_class_entry *)reflection_exception_ptr,
                                0L, (char *)"Method %s does not exist", name);
#line 3623
        return;
      }
    }
  }
   5447: /* CIL Label */ 
#line 3625
  return;
}
}

cilRep: liveness failure for zim_reflection_class_getMethod: Errormsg.Error
cilRep: computed liveness
cilrep: from_source: post: stmt_count: 8432
cachingRepresentation: sanity checking begins
	p1: true (1)
	p2: true (1)
	p3: true (1)
	p4: true (1)
	p5: true (1)
	p6: true (1)
	p7: true (1)
	p8: true (1)
	p9: true (1)
	p10: true (1)
	p11: true (1)
	p12: true (1)
	p13: true (1)
	p14: true (1)
	p15: true (1)
	p16: true (1)
	p17: true (1)
	p18: true (1)
	p19: true (1)
	p20: true (1)
	p21: true (1)
	p22: true (1)
	p23: true (1)
	p24: true (1)
	p25: true (1)
	p26: true (1)
	p27: true (1)
	p28: true (1)
	p29: true (1)
	p30: true (1)
	p31: true (1)
	p32: true (1)
	p33: true (1)
	p34: true (1)
	p35: true (1)
	p36: true (1)
	p37: true (1)
	p38: true (1)
	p39: true (1)
	p40: true (1)
	p41: true (1)
	p42: true (1)
	p43: true (1)
	p44: true (1)
	p45: true (1)
	p46: true (1)
	p47: true (1)
	p48: true (1)
	p49: true (1)
	p50: true (1)
	p51: true (1)
	p52: true (1)
	p53: true (1)
	p54: true (1)
	p55: true (1)
	p56: true (1)
	p57: true (1)
	p58: true (1)
	p59: true (1)
	p60: true (1)
	p61: true (1)
	p62: true (1)
	p63: true (1)
	p64: true (1)
	p65: true (1)
	p66: true (1)
	p67: true (1)
	p68: true (1)
	p69: true (1)
	p70: true (1)
	p71: true (1)
	p72: true (1)
	p73: true (1)
	p74: true (1)
	p75: true (1)
	p76: true (1)
	p77: true (1)
	p78: true (1)
	p79: true (1)
	p80: true (1)
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	p7587: true (1)
	p7588: true (1)
	p7589: true (1)
	p7590: true (1)
	p7591: true (1)
	p7592: true (1)
	p7593: true (1)
	p7594: true (1)
	p7595: true (1)
	p7596: true (1)
	p7597: true (1)
	p7598: true (1)
	p7599: true (1)
	p7600: true (1)
	p7601: true (1)
	p7602: true (1)
	p7603: true (1)
	p7604: true (1)
	p7605: true (1)
	p7606: true (1)
	p7607: true (1)
	p7608: true (1)
	p7609: true (1)
	p7610: true (1)
	p7611: true (1)
	p7612: true (1)
	p7613: true (1)
	p7614: true (1)
	p7615: true (1)
	p7616: true (1)
	p7617: true (1)
	p7618: true (1)
	p7619: true (1)
	p7620: true (1)
	p7621: true (1)
	p7622: true (1)
	p7623: true (1)
	p7624: true (1)
	p7625: true (1)
	p7626: true (1)
	p7627: true (1)
	p7628: true (1)
	p7629: true (1)
	p7630: true (1)
	p7631: true (1)
	p7632: true (1)
	p7633: true (1)
	p7634: true (1)
	p7635: true (1)
	p7636: true (1)
	p7637: true (1)
	p7638: true (1)
	p7639: true (1)
	p7640: true (1)
	p7641: true (1)
	p7642: true (1)
	p7643: true (1)
	p7644: true (1)
	p7645: true (1)
	p7646: true (1)
	p7647: true (1)
	p7648: true (1)
	p7649: true (1)
	p7650: true (1)
	p7651: true (1)
	p7652: true (1)
	p7653: true (1)
	p7654: true (1)
	p7655: true (1)
	p7656: true (1)
	p7657: true (1)
	p7658: true (1)
	p7659: true (1)
	p7660: true (1)
	p7661: true (1)
	p7662: true (1)
	p7663: true (1)
	p7664: true (1)
	p7665: true (1)
	p7666: true (1)
	p7667: true (1)
	p7668: true (1)
	p7669: true (1)
	p7670: true (1)
	p7671: true (1)
	p7672: true (1)
	p7673: true (1)
	p7674: true (1)
	p7675: true (1)
	p7676: true (1)
	p7677: true (1)
	p7678: true (1)
	p7679: true (1)
	p7680: true (1)
	p7681: true (1)
	p7682: true (1)
	p7683: true (1)
	p7684: true (1)
	p7685: true (1)
	p7686: true (1)
	p7687: true (1)
	p7688: true (1)
	p7689: true (1)
	p7690: true (1)
	p7691: true (1)
	p7692: true (1)
	p7693: true (1)
	p7694: true (1)
	p7695: true (1)
	p7696: true (1)
	p7697: true (1)
	p7698: true (1)
	p7699: true (1)
	p7700: true (1)
	p7701: true (1)
	p7702: true (1)
	p7703: true (1)
	p7704: true (1)
	p7705: true (1)
	p7706: true (1)
	p7707: true (1)
	p7708: true (1)
	p7709: true (1)
	p7710: true (1)
	p7711: true (1)
	p7712: true (1)
	p7713: true (1)
	p7714: true (1)
	p7715: true (1)
	p7716: true (1)
	p7717: true (1)
	p7718: true (1)
	p7719: true (1)
	p7720: true (1)
	p7721: true (1)
	p7722: true (1)
	p7723: true (1)
	p7724: true (1)
	p7725: true (1)
	p7726: true (1)
	p7727: true (1)
	p7728: true (1)
	p7729: true (1)
	p7730: true (1)
	p7731: true (1)
	p7732: true (1)
	p7733: true (1)
	p7734: true (1)
	p7735: true (1)
	p7736: true (1)
	p7737: true (1)
	p7738: true (1)
	p7739: true (1)
	p7740: true (1)
	p7741: true (1)
	p7742: true (1)
	p7743: true (1)
	p7744: true (1)
	p7745: true (1)
	p7746: true (1)
	p7747: true (1)
	p7748: true (1)
	p7749: true (1)
	p7750: true (1)
	p7751: true (1)
	p7752: true (1)
	p7753: true (1)
	p7754: true (1)
	p7755: true (1)
	p7756: true (1)
	p7757: true (1)
	p7758: true (1)
	p7759: true (1)
	p7760: true (1)
	p7761: true (1)
	p7762: true (1)
	p7763: true (1)
	p7764: true (1)
	p7765: true (1)
	p7766: true (1)
	p7767: true (1)
	p7768: true (1)
	p7769: true (1)
	p7770: true (1)
	p7771: true (1)
	p7772: true (1)
	p7773: true (1)
	p7774: true (1)
	p7775: true (1)
	p7776: true (1)
	p7777: true (1)
	p7778: true (1)
	p7779: true (1)
	p7780: true (1)
	p7781: true (1)
	p7782: true (1)
	p7783: true (1)
	p7784: true (1)
	p7785: true (1)
	p7786: true (1)
	p7787: true (1)
	p7788: true (1)
	p7789: true (1)
	p7790: true (1)
	p7791: true (1)
	p7792: true (1)
	p7793: true (1)
	p7794: true (1)
	p7795: true (1)
	p7796: true (1)
	p7797: true (1)
	p7798: true (1)
	p7799: true (1)
	p7800: true (1)
	p7801: true (1)
	p7802: true (1)
	p7803: true (1)
	p7804: true (1)
	p7805: true (1)
	p7806: true (1)
	p7807: true (1)
	p7808: true (1)
	p7809: true (1)
	p7810: true (1)
	p7811: true (1)
	p7812: true (1)
	p7813: true (1)
	p7814: true (1)
	p7815: true (1)
	p7816: true (1)
	p7817: true (1)
	p7818: true (1)
	p7819: true (1)
	p7820: true (1)
	p7821: true (1)
	p7822: true (1)
	p7823: true (1)
	p7824: true (1)
	p7825: true (1)
	p7826: true (1)
	p7827: true (1)
	p7828: true (1)
	p7829: true (1)
	p7830: true (1)
	n1: false (0)
cachingRepresentation: sanity checking passed (time_taken = 1358.63)
faultLocRep: compute_localization: fault_scheme: path, fix_scheme: default
cilRep: default.cache: saved
cachingRep: default.cache: saved
faultlocRep: default.cache: saved
cilrep done serialize
cilRep: stmt_count = 8432
cilRep: stmts in weighted_path = 703
cilRep: total weight = 70.3
cilRep: stmts in weighted_path with weight >= 1.0 = 0
cilRep: ext/reflection/php_reflection.c (code bank/base file; atoms [1,8432])
cilRep: 1 file(s) total in representation
search: ww_adaptive_1 begins (time = 1387206248.015209)
cilRep: coverage ignores: /usr/local/include
cilRep: coverage ignores: /usr/lib/gcc/i686-redhat-linux/4.4.5/include
cilRep: coverage ignores: /usr/include
cilRep: atoms in standard headers: 349
cilRep: fix-space quotient by string: 5295 -> 2267
progeq: WARNING: cannot resolve call: __builtin_va_start
progeq: WARNING: cannot resolve call: *zend_vspprintf
progeq: WARNING: cannot resolve call: _erealloc
progeq: WARNING: cannot resolve call: memcpy
progeq: WARNING: cannot resolve call: _efree
progeq: WARNING: cannot resolve call: __builtin_va_end
progeq: WARNING: cannot resolve call: zend_str_tolower_dup
progeq: WARNING: cannot resolve call: zend_hash_find
progeq: WARNING: cannot resolve call: _emalloc
progeq: WARNING: cannot resolve call: zend_hash_num_elements
progeq: WARNING: cannot resolve call: zend_hash_internal_pointer_reset_ex
progeq: WARNING: cannot resolve call: zend_hash_get_current_key_ex
progeq: WARNING: cannot resolve call: zend_hash_move_forward_ex
progeq: WARNING: cannot resolve call: zend_get_type_by_const
progeq: WARNING: cannot resolve call: _zval_copy_ctor_func
progeq: WARNING: cannot resolve call: zval_update_constant_ex
progeq: WARNING: cannot resolve call: zend_make_printable_zval
progeq: WARNING: cannot resolve call: _zval_dtor_func
progeq: WARNING: cannot resolve call: _zval_ptr_dtor
progeq: computing alias analysis information
progeq: WARNING: cannot resolve call: __builtin_strchr
progeq: WARNING: cannot resolve call: __builtin_atan2l
progeq: WARNING: cannot resolve call: __builtin_fabs
progeq: WARNING: cannot resolve call: __builtin_fabsf
progeq: WARNING: cannot resolve call: __builtin_fabsl
progeq: WARNING: cannot resolve call: __builtin_expect
progeq: WARNING: cannot resolve call: __uflow
progeq: WARNING: cannot resolve call: __overflow
progeq: WARNING: cannot resolve call: __getdelim
progeq: WARNING: cannot resolve call: _safe_malloc
progeq: WARNING: cannot resolve call: memset
progeq: WARNING: cannot resolve call: realloc
progeq: WARNING: cannot resolve call: _zend_hash_index_update_or_next_insert
progeq: WARNING: cannot resolve call: _zend_hash_add_or_update
progeq: WARNING: cannot resolve call: zend_hash_del_key_or_index
progeq: WARNING: cannot resolve call: zend_hash_index_find
progeq: WARNING: cannot resolve call: zend_hash_index_exists
progeq: WARNING: cannot resolve call: zend_hash_exists
progeq: WARNING: cannot resolve call: zend_hash_update_current_key_ex
progeq: WARNING: cannot resolve call: gc_zval_possible_root
progeq: WARNING: cannot resolve call: zend_hex_strtod
progeq: WARNING: cannot resolve call: zend_strtod
progeq: WARNING: cannot resolve call: zend_error
progeq: WARNING: cannot resolve call: __builtin_strcmp
progeq: WARNING: cannot resolve call: increment_function
progeq: WARNING: cannot resolve call: decrement_function
progeq: WARNING: cannot resolve call: add_function
progeq: WARNING: cannot resolve call: sub_function
progeq: WARNING: cannot resolve call: mul_function
progeq: WARNING: cannot resolve call: div_function
progeq: WARNING: cannot resolve call: mod_function
progeq: WARNING: cannot resolve call: compare_function
progeq: WARNING: cannot resolve call: zend_objects_store_del_ref_by_handle_ex
progeq: WARNING: cannot resolve call: gc_remove_zval_from_buffer
progeq: WARNING: cannot resolve call: __ctype_tolower_loc
progeq: WARNING: cannot resolve call: __ctype_toupper_loc
progeq: WARNING: cannot resolve call: zend_replace_error_handling
progeq: WARNING: cannot resolve call: __xstat
progeq: WARNING: cannot resolve call: __lxstat
progeq: WARNING: cannot resolve call: __fxstat
progeq: WARNING: cannot resolve call: __fxstatat
progeq: WARNING: cannot resolve call: __xmknod
progeq: WARNING: cannot resolve call: __xmknodat
progeq: WARNING: cannot resolve call: __xstat64
progeq: WARNING: cannot resolve call: __lxstat64
progeq: WARNING: cannot resolve call: __fxstat64
progeq: WARNING: cannot resolve call: __fxstatat64
progeq: WARNING: cannot resolve call: *((object->value.obj.handlers)->get_properties)
progeq: WARNING: cannot resolve call: _estrdup
progeq: WARNING: cannot resolve call: zend_objects_free_object_storage
progeq: WARNING: cannot resolve call: _ecalloc
progeq: WARNING: cannot resolve call: zend_object_std_init
progeq: WARNING: cannot resolve call: object_properties_init
progeq: WARNING: cannot resolve call: zend_objects_store_put
progeq: WARNING: cannot resolve call: _object_init_ex
progeq: WARNING: cannot resolve call: zend_hash_apply_with_argument
progeq: WARNING: cannot resolve call: zend_hash_get_current_data_ex
progeq: WARNING: cannot resolve call: zend_zval_type_name
progeq: WARNING: cannot resolve call: zend_unmangle_property_name
progeq: WARNING: cannot resolve call: *((obj->value.obj.handlers)->get_properties)
progeq: WARNING: cannot resolve call: zend_get_hash_value
progeq: WARNING: cannot resolve call: zend_hash_quick_exists
progeq: WARNING: cannot resolve call: zend_binary_strcasecmp
progeq: WARNING: cannot resolve call: zend_get_closure_invoke_method
progeq: WARNING: cannot resolve call: __builtin_va_arg
progeq: WARNING: cannot resolve call: zend_hash_apply_with_arguments
progeq: WARNING: cannot resolve call: php_error_docref0
progeq: WARNING: cannot resolve call: zend_parse_parameters
progeq: WARNING: cannot resolve call: zend_object_store_get_object
progeq: WARNING: cannot resolve call: zend_get_class_entry
progeq: WARNING: cannot resolve call: _estrndup
progeq: WARNING: cannot resolve call: zend_std_write_property
progeq: WARNING: cannot resolve call: __builtin_alloca
progeq: WARNING: cannot resolve call: zend_str_tolower_copy
progeq: WARNING: cannot resolve call: _object_and_properties_init
progeq: WARNING: cannot resolve call: zend_throw_exception
progeq: WARNING: cannot resolve call: zend_call_function
progeq: WARNING: cannot resolve call: call_user_function_ex
progeq: WARNING: cannot resolve call: zend_print_zval
progeq: WARNING: cannot resolve call: *zend_printf
progeq: WARNING: cannot resolve call: _array_init
progeq: WARNING: cannot resolve call: add_next_index_stringl
progeq: WARNING: cannot resolve call: zend_parse_parameters_ex
progeq: WARNING: cannot resolve call: zend_get_closure_method_def
progeq: WARNING: cannot resolve call: zend_throw_exception_ex
progeq: WARNING: cannot resolve call: zend_get_closure_this_ptr
progeq: WARNING: cannot resolve call: zend_create_closure
progeq: WARNING: cannot resolve call: get_active_function_name
progeq: WARNING: cannot resolve call: instanceof_function
progeq: WARNING: cannot resolve call: zend_hash_copy
progeq: WARNING: cannot resolve call: _safe_emalloc
progeq: WARNING: cannot resolve call: add_next_index_zval
progeq: WARNING: cannot resolve call: zend_lookup_class
progeq: WARNING: cannot resolve call: *((this_ptr->value.obj.handlers)->get_properties)
progeq: WARNING: cannot resolve call: zval_add_ref
progeq: WARNING: cannot resolve call: _convert_to_string
progeq: WARNING: cannot resolve call: zend_check_protected
progeq: WARNING: cannot resolve call: zval_update_constant
progeq: WARNING: cannot resolve call: add_assoc_zval_ex
progeq: WARNING: cannot resolve call: zend_update_class_constants
progeq: WARNING: cannot resolve call: zend_std_get_static_property
progeq: WARNING: cannot resolve call: *(((intern->obj)->value.obj.handlers)->has_property)
progeq: WARNING: cannot resolve call: *(((intern->obj)->value.obj.handlers)->get_properties)
progeq: WARNING: cannot resolve call: zend_get_property_info
progeq: WARNING: cannot resolve call: spprintf
progeq: WARNING: cannot resolve call: add_assoc_stringl_ex
progeq: WARNING: cannot resolve call: zend_read_property
progeq: WARNING: cannot resolve call: zend_update_property
progeq: WARNING: cannot resolve call: add_assoc_null_ex
progeq: WARNING: cannot resolve call: php_info_print_module
progeq: WARNING: cannot resolve call: zend_get_extension
progeq: WARNING: cannot resolve call: *(zend_std_obj_handlers->write_property)
progeq: WARNING: cannot resolve call: zend_get_std_object_handlers
progeq: WARNING: cannot resolve call: *zend_new_interned_string
progeq: WARNING: cannot resolve call: zend_strndup
progeq: WARNING: cannot resolve call: zend_exception_get_default
progeq: WARNING: cannot resolve call: zend_register_internal_class_ex
progeq: WARNING: cannot resolve call: zend_register_internal_class
progeq: WARNING: cannot resolve call: zend_register_internal_interface
progeq: WARNING: cannot resolve call: zend_declare_property_string
progeq: WARNING: cannot resolve call: zend_declare_class_constant_long
progeq: WARNING: cannot resolve call: php_info_print_table_start
progeq: WARNING: cannot resolve call: php_info_print_table_header
progeq: WARNING: cannot resolve call: php_info_print_table_row
progeq: WARNING: cannot resolve call: php_info_print_table_end
progeq: WARNING: cannot resolve call: *((classname->value.obj.handlers)->get_properties)
search: fix space reduced (time_taken = 1349.63)
excluded 0 deletes (from list of 0 total edits)
search: ww_adaptive: 703 deletes
excluded 0 appends (from list of 0 total edits)
search: ww_adaptive: 56720 appends
search: ww_adaptive: 57423 possible edits
search: ready to start (time_taken = 1620.63)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
rep: WARNING: test_visiting_atoms: no data available
	try using --coverage-per-test and/or --regen-paths
	defaulting to 'all tests'
search: ww_adaptive: found 50 best (time_taken = 541.495)
search: ww_adaptive: found best (time_taken = 0.452855)
	variant     1/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 1)
		n1 false (test_time = 20.2916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.472772)
	variant     2/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 50)
		n1 false (test_time = 19.2679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448925)
	variant     3/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 49)
		n1 false (test_time = 19.1071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431969)
	variant     4/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 48)
		n1 false (test_time = 19.1252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444185)
	variant     5/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 47)
		n1 false (test_time = 19.2848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411242)
	variant     6/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 46)
		n1 false (test_time = 19.3433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405162)
	variant     7/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 45)
		n1 false (test_time = 19.432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395449)
	variant     8/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 44)
		n1 false (test_time = 19.0283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370175)
	variant     9/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 43)
		n1 false (test_time = 19.2613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376828)
	variant    10/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 42)
		n1 false (test_time = 19.69)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364667)
	variant    11/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 41)
		n1 false (test_time = 19.3787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369442)
	variant    12/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 40)
		n1 false (test_time = 19.2505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342354)
	variant    13/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 39)
		n1 false (test_time = 19.269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340121)
	variant    14/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 38)
		n1 false (test_time = 19.2564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340966)
	variant    15/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 37)
		n1 false (test_time = 19.0205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318022)
	variant    16/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 36)
		n1 false (test_time = 18.9629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348486)
	variant    17/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 35)
		n1 false (test_time = 19.0023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294813)
	variant    18/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 34)
		n1 false (test_time = 19.1785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286443)
	variant    19/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 33)
		n1 false (test_time = 19.4625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297111)
	variant    20/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 32)
		n1 false (test_time = 19.2145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265309)
	variant    21/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 31)
		n1 false (test_time = 19.4655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260265)
	variant    22/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 30)
		n1 false (test_time = 19.6032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287377)
	variant    23/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 29)
		n1 false (test_time = 19.5139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23949)
	variant    24/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 28)
		n1 false (test_time = 19.2837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230805)
	variant    25/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 27)
		n1 false (test_time = 19.6858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230586)
	variant    26/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 26)
		n1 false (test_time = 19.2563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212032)
	variant    27/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 25)
		n1 false (test_time = 19.4156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203213)
	variant    28/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 24)
		n1 false (test_time = 19.6402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202119)
	variant    29/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 23)
		n1 false (test_time = 20.3942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198812)
	variant    30/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 22)
		n1 false (test_time = 19.4513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181945)
	variant    31/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 21)
		n1 false (test_time = 19.8825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16798)
	variant    32/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 20)
		n1 false (test_time = 18.9717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168049)
	variant    33/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 19)
		n1 false (test_time = 19.2931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164054)
	variant    34/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 18)
		n1 false (test_time = 19.4843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145383)
	variant    35/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 17)
		n1 false (test_time = 19.6743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139286)
	variant    36/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 16)
		n1 false (test_time = 19.1459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12187)
	variant    37/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 15)
		n1 false (test_time = 20.2961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122809)
	variant    38/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 14)
		n1 false (test_time = 19.4701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108028)
	variant    39/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 13)
		n1 false (test_time = 19.2457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100416)
	variant    40/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 12)
		n1 false (test_time = 20.2661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0907409)
	variant    41/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 11)
		n1 false (test_time = 19.3067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.075223)
	variant    42/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 10)
		n1 false (test_time = 19.4161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0727899)
	variant    43/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 9)
		n1 false (test_time = 19.8863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0622919)
	variant    44/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 8)
		n1 false (test_time = 19.6053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0513279)
	variant    45/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 7)
		n1 false (test_time = 19.338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0426459)
	variant    46/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 6)
		n1 false (test_time = 19.5349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286191)
	variant    47/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 5)
		n1 false (test_time = 19.429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019587)
	variant    48/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 4)
		n1 false (test_time = 19.2592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0123022)
	variant    49/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 3)
		n1 false (test_time = 19.3851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant    50/57423 = ?(1,d(561)) ?(2,d(562)) ?(3,d(1029)) ?(4,d(1030)) ?(5,d(1031)) ?(6,d(1032)) ?(7,d(1034)) ?(8,d(1035)) ?(9,d(1036)) ?(10,d(1037)) ?(11,d(1370)) ?(12,d(1371)) ?(13,d(1372)) ?(14,d(1373)) ?(15,d(1374)) ?(16,d(1375)) ?(17,d(1379)) ?(18,d(1380)) ?(19,d(1381)) ?(20,d(1382)) ?(21,d(1383)) ?(22,d(1385)) ?(23,d(1386)) ?(24,d(1387)) ?(25,d(1388)) ?(26,d(1389)) ?(27,d(1390)) ?(28,d(1394)) ?(29,d(1395)) ?(30,d(1396)) ?(31,d(1397)) ?(32,d(1398)) ?(33,d(1399)) ?(34,d(1400)) ?(35,d(1427)) ?(36,d(1428)) ?(37,d(1429)) ?(38,d(1430)) ?(39,d(1431)) ?(40,d(1432)) ?(41,d(1449)) ?(42,d(1450)) ?(43,d(1452)) ?(44,d(1453)) ?(45,d(1455)) ?(46,d(1456)) ?(47,d(1464)) ?(48,d(1465)) ?(49,d(1466)) ?(50,d(1467))  (7831 tests, cond 2)
		n1 false (test_time = 19.1587)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 534.931)
search: ww_adaptive: found best (time_taken = 0.456804)
	variant    51/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 1)
		n1 false (test_time = 19.1055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453739)
	variant    52/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 50)
		n1 false (test_time = 19.2723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.452483)
	variant    53/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 49)
		n1 false (test_time = 18.918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442841)
	variant    54/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 48)
		n1 false (test_time = 19.0393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407775)
	variant    55/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 47)
		n1 false (test_time = 19.3874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416652)
	variant    56/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 46)
		n1 false (test_time = 19.0067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399243)
	variant    57/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 45)
		n1 false (test_time = 18.9992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395225)
	variant    58/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 44)
		n1 false (test_time = 18.9728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37606)
	variant    59/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 43)
		n1 false (test_time = 18.8016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370881)
	variant    60/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 42)
		n1 false (test_time = 18.9236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371087)
	variant    61/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 41)
		n1 false (test_time = 19.4655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381442)
	variant    62/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 40)
		n1 false (test_time = 19.4451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349041)
	variant    63/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 39)
		n1 false (test_time = 19.1)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346239)
	variant    64/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 38)
		n1 false (test_time = 19.0248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321363)
	variant    65/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 37)
		n1 false (test_time = 19.0361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311358)
	variant    66/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 36)
		n1 false (test_time = 18.8229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309857)
	variant    67/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 35)
		n1 false (test_time = 18.9072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300093)
	variant    68/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 34)
		n1 false (test_time = 18.9516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285393)
	variant    69/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 33)
		n1 false (test_time = 19.0554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293903)
	variant    70/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 32)
		n1 false (test_time = 19.7992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270755)
	variant    71/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 31)
		n1 false (test_time = 18.8961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253994)
	variant    72/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 30)
		n1 false (test_time = 19.016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265068)
	variant    73/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 29)
		n1 false (test_time = 19.2208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239791)
	variant    74/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 28)
		n1 false (test_time = 18.926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231598)
	variant    75/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 27)
		n1 false (test_time = 19.0647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227078)
	variant    76/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 26)
		n1 false (test_time = 19.4169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222663)
	variant    77/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 25)
		n1 false (test_time = 20.1245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211269)
	variant    78/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 24)
		n1 false (test_time = 19.1345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195138)
	variant    79/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 23)
		n1 false (test_time = 19.4571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18392)
	variant    80/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 22)
		n1 false (test_time = 19.4467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190036)
	variant    81/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 21)
		n1 false (test_time = 19.5908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166516)
	variant    82/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 20)
		n1 false (test_time = 19.1018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1601)
	variant    83/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 19)
		n1 false (test_time = 19.4374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160887)
	variant    84/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 18)
		n1 false (test_time = 20.1147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144351)
	variant    85/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 17)
		n1 false (test_time = 19.5549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131018)
	variant    86/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 16)
		n1 false (test_time = 19.0832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120644)
	variant    87/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 15)
		n1 false (test_time = 19.0633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115366)
	variant    88/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 14)
		n1 false (test_time = 19.2375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102295)
	variant    89/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 13)
		n1 false (test_time = 19.0372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095047)
	variant    90/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 12)
		n1 false (test_time = 18.9061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0834401)
	variant    91/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 11)
		n1 false (test_time = 19.858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0758879)
	variant    92/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 10)
		n1 false (test_time = 19.7511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0715852)
	variant    93/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 9)
		n1 false (test_time = 19.1433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056371)
	variant    94/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 8)
		n1 false (test_time = 19.1994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0480909)
	variant    95/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 7)
		n1 false (test_time = 19.4146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0381298)
	variant    96/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 6)
		n1 false (test_time = 19.1401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287409)
	variant    97/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 5)
		n1 false (test_time = 19.2101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0211399)
	variant    98/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 4)
		n1 false (test_time = 19.2639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010088)
	variant    99/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 3)
		n1 false (test_time = 18.9136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   100/57423 = ?(1,d(1468)) ?(2,d(1469)) ?(3,d(1470)) ?(4,d(1471)) ?(5,d(1472)) ?(6,d(1473)) ?(7,d(1474)) ?(8,d(1475)) ?(9,d(1476)) ?(10,d(1477)) ?(11,d(1478)) ?(12,d(1479)) ?(13,d(1763)) ?(14,d(1764)) ?(15,d(1766)) ?(16,d(1768)) ?(17,d(1769)) ?(18,d(1770)) ?(19,d(1772)) ?(20,d(1773)) ?(21,d(1774)) ?(22,d(1775)) ?(23,d(1777)) ?(24,d(1784)) ?(25,d(1785)) ?(26,d(1786)) ?(27,d(1787)) ?(28,d(1789)) ?(29,d(1791)) ?(30,d(1792)) ?(31,d(1794)) ?(32,d(1795)) ?(33,d(1796)) ?(34,d(1810)) ?(35,d(1812)) ?(36,d(1813)) ?(37,d(1814)) ?(38,d(1815)) ?(39,d(1816)) ?(40,d(1817)) ?(41,d(1818)) ?(42,d(1819)) ?(43,d(1820)) ?(44,d(1821)) ?(45,d(1822)) ?(46,d(1823)) ?(47,d(1824)) ?(48,d(1825)) ?(49,d(1827)) ?(50,d(1829))  (7831 tests, cond 2)
		n1 false (test_time = 19.3521)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 539.004)
search: ww_adaptive: found best (time_taken = 0.466796)
	variant   101/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 1)
		n1 false (test_time = 19.968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.497962)
	variant   102/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 50)
		n1 false (test_time = 19.4684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446105)
	variant   103/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 49)
		n1 false (test_time = 19.9627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453779)
	variant   104/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 48)
		n1 false (test_time = 19.5015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440257)
	variant   105/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 47)
		n1 false (test_time = 19.3589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414151)
	variant   106/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 46)
		n1 false (test_time = 19.8182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417053)
	variant   107/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 45)
		n1 false (test_time = 19.6737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430388)
	variant   108/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 44)
		n1 false (test_time = 19.3058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380983)
	variant   109/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 43)
		n1 false (test_time = 20.5566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389935)
	variant   110/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 42)
		n1 false (test_time = 20.2086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386619)
	variant   111/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 41)
		n1 false (test_time = 19.2595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348415)
	variant   112/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 40)
		n1 false (test_time = 19.7419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359272)
	variant   113/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 39)
		n1 false (test_time = 19.3243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354144)
	variant   114/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 38)
		n1 false (test_time = 19.2817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327218)
	variant   115/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 37)
		n1 false (test_time = 19.6035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31912)
	variant   116/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 36)
		n1 false (test_time = 19.3762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311052)
	variant   117/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 35)
		n1 false (test_time = 19.3086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297579)
	variant   118/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 34)
		n1 false (test_time = 20.4134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286809)
	variant   119/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 33)
		n1 false (test_time = 19.4422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299494)
	variant   120/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 32)
		n1 false (test_time = 19.1435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267652)
	variant   121/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 31)
		n1 false (test_time = 19.4633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258786)
	variant   122/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 30)
		n1 false (test_time = 19.2501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259844)
	variant   123/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 29)
		n1 false (test_time = 19.6782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24785)
	variant   124/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 28)
		n1 false (test_time = 20.1401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230545)
	variant   125/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 27)
		n1 false (test_time = 20.1732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230637)
	variant   126/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 26)
		n1 false (test_time = 19.3032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213093)
	variant   127/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 25)
		n1 false (test_time = 19.4271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206368)
	variant   128/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 24)
		n1 false (test_time = 19.446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207371)
	variant   129/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 23)
		n1 false (test_time = 19.2154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187361)
	variant   130/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 22)
		n1 false (test_time = 19.3924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182578)
	variant   131/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 21)
		n1 false (test_time = 20.0742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179431)
	variant   132/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 20)
		n1 false (test_time = 19.9363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173476)
	variant   133/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 19)
		n1 false (test_time = 19.5879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155145)
	variant   134/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 18)
		n1 false (test_time = 19.3548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15263)
	variant   135/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 17)
		n1 false (test_time = 20.2106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14077)
	variant   136/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 16)
		n1 false (test_time = 19.9157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125199)
	variant   137/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 15)
		n1 false (test_time = 19.6386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117857)
	variant   138/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 14)
		n1 false (test_time = 19.9953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107442)
	variant   139/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 13)
		n1 false (test_time = 20.6297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107413)
	variant   140/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 12)
		n1 false (test_time = 19.5554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0880449)
	variant   141/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 11)
		n1 false (test_time = 19.4732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0784428)
	variant   142/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 10)
		n1 false (test_time = 19.4973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0698071)
	variant   143/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 9)
		n1 false (test_time = 20.0257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0612161)
	variant   144/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 8)
		n1 false (test_time = 20.551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0523651)
	variant   145/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 7)
		n1 false (test_time = 20.7243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0605831)
	variant   146/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 6)
		n1 false (test_time = 21.1611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0308878)
	variant   147/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 5)
		n1 false (test_time = 20.8289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020858)
	variant   148/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 4)
		n1 false (test_time = 19.5951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.013907)
	variant   149/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 3)
		n1 false (test_time = 19.2341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   150/57423 = ?(1,d(1831)) ?(2,d(1832)) ?(3,d(1833)) ?(4,d(1835)) ?(5,d(1837)) ?(6,d(1838)) ?(7,d(1839)) ?(8,d(1840)) ?(9,d(1841)) ?(10,d(1842)) ?(11,d(1843)) ?(12,d(1844)) ?(13,d(3504)) ?(14,d(3506)) ?(15,d(3510)) ?(16,d(3599)) ?(17,d(3600)) ?(18,d(3601)) ?(19,d(3602)) ?(20,d(3603)) ?(21,d(3604)) ?(22,d(3631)) ?(23,d(3632)) ?(24,d(3633)) ?(25,d(3634)) ?(26,d(3702)) ?(27,d(3703)) ?(28,d(3704)) ?(29,d(3705)) ?(30,d(3706)) ?(31,d(3707)) ?(32,d(3708)) ?(33,d(3709)) ?(34,d(3710)) ?(35,d(3711)) ?(36,d(3712)) ?(37,d(3714)) ?(38,d(3715)) ?(39,d(3716)) ?(40,d(3717)) ?(41,d(3718)) ?(42,d(3719)) ?(43,d(3720)) ?(44,d(3721)) ?(45,d(3722)) ?(46,d(3723)) ?(47,d(3724)) ?(48,d(3725)) ?(49,d(3726)) ?(50,d(3727))  (7831 tests, cond 2)
		n1 false (test_time = 19.5116)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 533.172)
search: ww_adaptive: found best (time_taken = 0.443523)
	variant   151/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 1)
		n1 false (test_time = 19.6846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438291)
	variant   152/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 50)
		n1 false (test_time = 19.0755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464631)
	variant   153/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 49)
		n1 false (test_time = 19.2584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426941)
	variant   154/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 48)
		n1 false (test_time = 19.3076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426455)
	variant   155/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 47)
		n1 false (test_time = 19.1065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421225)
	variant   156/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 46)
		n1 false (test_time = 19.228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419325)
	variant   157/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 45)
		n1 false (test_time = 19.813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423044)
	variant   158/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 44)
		n1 false (test_time = 18.981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372617)
	variant   159/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 43)
		n1 false (test_time = 18.9835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37235)
	variant   160/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 42)
		n1 false (test_time = 18.9089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37341)
	variant   161/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 41)
		n1 false (test_time = 18.9485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346044)
	variant   162/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 40)
		n1 false (test_time = 19.1605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342842)
	variant   163/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 39)
		n1 false (test_time = 19.0012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343107)
	variant   164/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 38)
		n1 false (test_time = 19.1231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32888)
	variant   165/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 37)
		n1 false (test_time = 19.5733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321745)
	variant   166/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 36)
		n1 false (test_time = 18.9324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320522)
	variant   167/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 35)
		n1 false (test_time = 18.7553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287959)
	variant   168/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 34)
		n1 false (test_time = 19.1726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302094)
	variant   169/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 33)
		n1 false (test_time = 18.9986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282976)
	variant   170/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 32)
		n1 false (test_time = 18.8946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264438)
	variant   171/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 31)
		n1 false (test_time = 19.6751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277454)
	variant   172/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 30)
		n1 false (test_time = 20.3625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281359)
	variant   173/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 29)
		n1 false (test_time = 18.872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239687)
	variant   174/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 28)
		n1 false (test_time = 19.0806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23267)
	variant   175/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 27)
		n1 false (test_time = 19.0599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220706)
	variant   176/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 26)
		n1 false (test_time = 18.9727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215125)
	variant   177/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 25)
		n1 false (test_time = 19.7468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209747)
	variant   178/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 24)
		n1 false (test_time = 20.0398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208743)
	variant   179/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 23)
		n1 false (test_time = 18.986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186001)
	variant   180/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 22)
		n1 false (test_time = 19.7662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190349)
	variant   181/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 21)
		n1 false (test_time = 19.2304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172484)
	variant   182/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 20)
		n1 false (test_time = 19.0215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158528)
	variant   183/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 19)
		n1 false (test_time = 19.055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155482)
	variant   184/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 18)
		n1 false (test_time = 19.0972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140929)
	variant   185/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 17)
		n1 false (test_time = 19.1547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136812)
	variant   186/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 16)
		n1 false (test_time = 19.399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124971)
	variant   187/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 15)
		n1 false (test_time = 19.4647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11157)
	variant   188/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 14)
		n1 false (test_time = 19.0978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106654)
	variant   189/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 13)
		n1 false (test_time = 19.0171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093641)
	variant   190/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 12)
		n1 false (test_time = 18.9153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0859151)
	variant   191/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 11)
		n1 false (test_time = 19.2061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0843198)
	variant   192/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 10)
		n1 false (test_time = 19.6181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066227)
	variant   193/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 9)
		n1 false (test_time = 19.013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05634)
	variant   194/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 8)
		n1 false (test_time = 19.031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0527802)
	variant   195/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 7)
		n1 false (test_time = 19.3545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0395021)
	variant   196/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 6)
		n1 false (test_time = 19.2171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030103)
	variant   197/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 5)
		n1 false (test_time = 18.9774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0231869)
	variant   198/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 4)
		n1 false (test_time = 20.0123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0105019)
	variant   199/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 3)
		n1 false (test_time = 18.9405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   200/57423 = ?(1,d(3728)) ?(2,d(3729)) ?(3,d(3730)) ?(4,d(3732)) ?(5,d(3733)) ?(6,d(3735)) ?(7,d(3736)) ?(8,d(3737)) ?(9,d(3738)) ?(10,d(3739)) ?(11,d(3740)) ?(12,d(3741)) ?(13,d(3742)) ?(14,d(3743)) ?(15,d(3744)) ?(16,d(3745)) ?(17,d(3746)) ?(18,d(3747)) ?(19,d(3748)) ?(20,d(3749)) ?(21,d(3750)) ?(22,d(3751)) ?(23,d(3752)) ?(24,d(3753)) ?(25,d(3754)) ?(26,d(3755)) ?(27,d(3756)) ?(28,d(3757)) ?(29,d(3758)) ?(30,d(3759)) ?(31,d(3760)) ?(32,d(3762)) ?(33,d(3770)) ?(34,d(3771)) ?(35,d(3772)) ?(36,d(3773)) ?(37,d(3774)) ?(38,d(3775)) ?(39,d(3776)) ?(40,d(3777)) ?(41,d(3778)) ?(42,d(3779)) ?(43,d(3780)) ?(44,d(3781)) ?(45,d(3782)) ?(46,d(3783)) ?(47,d(3784)) ?(48,d(3785)) ?(49,d(3786)) ?(50,d(3787))  (7831 tests, cond 2)
		n1 false (test_time = 19.2902)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 543.545)
search: ww_adaptive: found best (time_taken = 0.465665)
	variant   201/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 1)
		n1 false (test_time = 19.878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453513)
	variant   202/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 50)
		n1 false (test_time = 19.5017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460322)
	variant   203/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 49)
		n1 false (test_time = 19.6305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459764)
	variant   204/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 48)
		n1 false (test_time = 20.499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453764)
	variant   205/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 47)
		n1 false (test_time = 20.2899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417506)
	variant   206/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 46)
		n1 false (test_time = 19.7508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433527)
	variant   207/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 45)
		n1 false (test_time = 19.2414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392187)
	variant   208/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 44)
		n1 false (test_time = 18.9909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374879)
	variant   209/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 43)
		n1 false (test_time = 18.9791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375261)
	variant   210/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 42)
		n1 false (test_time = 19.153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356856)
	variant   211/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 41)
		n1 false (test_time = 19.1962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355944)
	variant   212/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 40)
		n1 false (test_time = 19.6601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347148)
	variant   213/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 39)
		n1 false (test_time = 19.7933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328937)
	variant   214/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 38)
		n1 false (test_time = 18.7981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35812)
	variant   215/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 37)
		n1 false (test_time = 19.3743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314184)
	variant   216/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 36)
		n1 false (test_time = 19.3135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306927)
	variant   217/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 35)
		n1 false (test_time = 18.9148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320523)
	variant   218/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 34)
		n1 false (test_time = 19.2057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302368)
	variant   219/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 33)
		n1 false (test_time = 19.901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301135)
	variant   220/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 32)
		n1 false (test_time = 19.457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269616)
	variant   221/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 31)
		n1 false (test_time = 19.3145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26847)
	variant   222/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 30)
		n1 false (test_time = 19.3424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277046)
	variant   223/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 29)
		n1 false (test_time = 18.8546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240235)
	variant   224/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 28)
		n1 false (test_time = 19.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227922)
	variant   225/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 27)
		n1 false (test_time = 19.4511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238875)
	variant   226/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 26)
		n1 false (test_time = 18.9621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210266)
	variant   227/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 25)
		n1 false (test_time = 19.133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204915)
	variant   228/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 24)
		n1 false (test_time = 19.5723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205916)
	variant   229/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 23)
		n1 false (test_time = 19.3154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203211)
	variant   230/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 22)
		n1 false (test_time = 19.2187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178521)
	variant   231/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 21)
		n1 false (test_time = 18.8627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165055)
	variant   232/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 20)
		n1 false (test_time = 18.9207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157687)
	variant   233/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 19)
		n1 false (test_time = 18.9299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155024)
	variant   234/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 18)
		n1 false (test_time = 19.4986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155008)
	variant   235/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 17)
		n1 false (test_time = 19.6527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127831)
	variant   236/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 16)
		n1 false (test_time = 19.1755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125451)
	variant   237/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 15)
		n1 false (test_time = 19.7806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126367)
	variant   238/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 14)
		n1 false (test_time = 19.0576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113348)
	variant   239/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 13)
		n1 false (test_time = 18.8302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094852)
	variant   240/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 12)
		n1 false (test_time = 19.0388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0833919)
	variant   241/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 11)
		n1 false (test_time = 19.3116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081918)
	variant   242/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 10)
		n1 false (test_time = 18.9365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0652571)
	variant   243/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 9)
		n1 false (test_time = 20.0544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0585759)
	variant   244/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 8)
		n1 false (test_time = 18.8678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0528989)
	variant   245/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 7)
		n1 false (test_time = 18.9951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039443)
	variant   246/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 6)
		n1 false (test_time = 19.0399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0281739)
	variant   247/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 5)
		n1 false (test_time = 19.1147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0196869)
	variant   248/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 4)
		n1 false (test_time = 18.8092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010334)
	variant   249/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 3)
		n1 false (test_time = 19.5077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.00272e-05)
	variant   250/57423 = ?(1,d(7903)) ?(2,d(7906)) ?(3,d(7909)) ?(4,d(7912)) ?(5,d(7915)) ?(6,d(7918)) ?(7,d(7921)) ?(8,d(7924)) ?(9,d(7927)) ?(10,d(7930)) ?(11,d(7933)) ?(12,d(7936)) ?(13,d(7937)) ?(14,d(7938)) ?(15,d(7939)) ?(16,d(7940)) ?(17,d(7941)) ?(18,d(7942)) ?(19,d(7943)) ?(20,d(7944)) ?(21,d(7945)) ?(22,d(7946)) ?(23,d(7947)) ?(24,d(7948)) ?(25,d(7949)) ?(26,d(7950)) ?(27,d(7951)) ?(28,d(7952)) ?(29,d(7953)) ?(30,d(7954)) ?(31,d(7955)) ?(32,d(7956)) ?(33,d(7957)) ?(34,d(7958)) ?(35,d(7959)) ?(36,d(7960)) ?(37,d(7961)) ?(38,d(7962)) ?(39,d(7963)) ?(40,d(7964)) ?(41,d(7965)) ?(42,d(7966)) ?(43,d(7967)) ?(44,d(7968)) ?(45,d(7969)) ?(46,d(7970)) ?(47,d(7971)) ?(48,d(7972)) ?(49,d(7973)) ?(50,d(7974))  (7831 tests, cond 2)
		n1 false (test_time = 19.4205)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 529.544)
search: ww_adaptive: found best (time_taken = 0.451464)
	variant   251/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 1)
		n1 false (test_time = 19.1948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440141)
	variant   252/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 50)
		n1 false (test_time = 19.0625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.461674)
	variant   253/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 49)
		n1 false (test_time = 20.7387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.467081)
	variant   254/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 48)
		n1 false (test_time = 19.9391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429987)
	variant   255/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 47)
		n1 false (test_time = 20.0548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438026)
	variant   256/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 46)
		n1 false (test_time = 19.1036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406213)
	variant   257/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 45)
		n1 false (test_time = 19.0568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389294)
	variant   258/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 44)
		n1 false (test_time = 19.1197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373782)
	variant   259/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 43)
		n1 false (test_time = 18.6864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368657)
	variant   260/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 42)
		n1 false (test_time = 19.1729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375291)
	variant   261/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 41)
		n1 false (test_time = 19.5767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36784)
	variant   262/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 40)
		n1 false (test_time = 18.75)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338407)
	variant   263/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 39)
		n1 false (test_time = 18.9645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344997)
	variant   264/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 38)
		n1 false (test_time = 19.4276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355722)
	variant   265/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 37)
		n1 false (test_time = 19.0507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310819)
	variant   266/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 36)
		n1 false (test_time = 18.8118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297994)
	variant   267/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 35)
		n1 false (test_time = 19.252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29088)
	variant   268/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 34)
		n1 false (test_time = 19.3359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296167)
	variant   269/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 33)
		n1 false (test_time = 19.0411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292802)
	variant   270/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 32)
		n1 false (test_time = 19.1219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269269)
	variant   271/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 31)
		n1 false (test_time = 19.7535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266553)
	variant   272/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 30)
		n1 false (test_time = 20.0965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248982)
	variant   273/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 29)
		n1 false (test_time = 18.9913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244348)
	variant   274/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 28)
		n1 false (test_time = 19.3993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242775)
	variant   275/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 27)
		n1 false (test_time = 19.032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223184)
	variant   276/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 26)
		n1 false (test_time = 19.3346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229889)
	variant   277/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 25)
		n1 false (test_time = 18.8767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206588)
	variant   278/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 24)
		n1 false (test_time = 19.0293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215434)
	variant   279/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 23)
		n1 false (test_time = 19.3726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182022)
	variant   280/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 22)
		n1 false (test_time = 18.9717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178635)
	variant   281/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 21)
		n1 false (test_time = 18.8943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173618)
	variant   282/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 20)
		n1 false (test_time = 19.2236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173938)
	variant   283/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 19)
		n1 false (test_time = 19.8616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150802)
	variant   284/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 18)
		n1 false (test_time = 18.9625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144209)
	variant   285/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 17)
		n1 false (test_time = 18.9002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136613)
	variant   286/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 16)
		n1 false (test_time = 18.9724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12106)
	variant   287/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 15)
		n1 false (test_time = 18.8679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108765)
	variant   288/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 14)
		n1 false (test_time = 19.0427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11051)
	variant   289/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 13)
		n1 false (test_time = 19.2801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103188)
	variant   290/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 12)
		n1 false (test_time = 18.9993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087044)
	variant   291/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 11)
		n1 false (test_time = 19.7676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0858121)
	variant   292/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 10)
		n1 false (test_time = 19.3745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072222)
	variant   293/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 9)
		n1 false (test_time = 19.2421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054894)
	variant   294/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 8)
		n1 false (test_time = 19.2322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0516291)
	variant   295/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 7)
		n1 false (test_time = 18.9619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038909)
	variant   296/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 6)
		n1 false (test_time = 19.1771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0302439)
	variant   297/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 5)
		n1 false (test_time = 18.7066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0250561)
	variant   298/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 4)
		n1 false (test_time = 19.4255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.011657)
	variant   299/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 3)
		n1 false (test_time = 18.9514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   300/57423 = ?(1,d(7975)) ?(2,d(7976)) ?(3,d(7977)) ?(4,d(7978)) ?(5,d(7979)) ?(6,d(7980)) ?(7,d(7981)) ?(8,d(7982)) ?(9,d(7983)) ?(10,d(7984)) ?(11,d(7985)) ?(12,d(7986)) ?(13,d(7987)) ?(14,d(7988)) ?(15,d(7989)) ?(16,d(7990)) ?(17,d(7991)) ?(18,d(7992)) ?(19,d(7993)) ?(20,d(7994)) ?(21,d(7995)) ?(22,d(7996)) ?(23,d(7997)) ?(24,d(7998)) ?(25,d(7999)) ?(26,d(8000)) ?(27,d(8001)) ?(28,d(8002)) ?(29,d(8003)) ?(30,d(8004)) ?(31,d(8005)) ?(32,d(8006)) ?(33,d(8007)) ?(34,d(8008)) ?(35,d(8009)) ?(36,d(8010)) ?(37,d(8011)) ?(38,d(8012)) ?(39,d(8013)) ?(40,d(8014)) ?(41,d(8015)) ?(42,d(8016)) ?(43,d(8017)) ?(44,d(8018)) ?(45,d(8019)) ?(46,d(8020)) ?(47,d(8021)) ?(48,d(8022)) ?(49,d(8023)) ?(50,d(8024))  (7831 tests, cond 2)
		n1 false (test_time = 19.0636)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 529.916)
search: ww_adaptive: found best (time_taken = 0.444805)
	variant   301/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 1)
		n1 false (test_time = 20.0484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448281)
	variant   302/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 50)
		n1 false (test_time = 19.5841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440212)
	variant   303/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 49)
		n1 false (test_time = 19.2545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435737)
	variant   304/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 48)
		n1 false (test_time = 18.9484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416565)
	variant   305/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 47)
		n1 false (test_time = 19.3006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428981)
	variant   306/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 46)
		n1 false (test_time = 18.8933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39224)
	variant   307/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 45)
		n1 false (test_time = 19.3387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39302)
	variant   308/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 44)
		n1 false (test_time = 19.3089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397523)
	variant   309/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 43)
		n1 false (test_time = 19.9737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39671)
	variant   310/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 42)
		n1 false (test_time = 19.3326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371562)
	variant   311/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 41)
		n1 false (test_time = 19.4151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356873)
	variant   312/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 40)
		n1 false (test_time = 18.9728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355496)
	variant   313/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 39)
		n1 false (test_time = 19.4139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334827)
	variant   314/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 38)
		n1 false (test_time = 18.6285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321251)
	variant   315/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 37)
		n1 false (test_time = 19.1371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355153)
	variant   316/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 36)
		n1 false (test_time = 19.0872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30987)
	variant   317/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 35)
		n1 false (test_time = 19.5396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311019)
	variant   318/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 34)
		n1 false (test_time = 19.8941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292738)
	variant   319/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 33)
		n1 false (test_time = 18.9799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280583)
	variant   320/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 32)
		n1 false (test_time = 18.9976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285653)
	variant   321/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 31)
		n1 false (test_time = 20.1614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264595)
	variant   322/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 30)
		n1 false (test_time = 18.6269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247161)
	variant   323/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 29)
		n1 false (test_time = 19.2839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252264)
	variant   324/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 28)
		n1 false (test_time = 19.8898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251219)
	variant   325/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 27)
		n1 false (test_time = 19.0229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230313)
	variant   326/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 26)
		n1 false (test_time = 18.9065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216254)
	variant   327/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 25)
		n1 false (test_time = 19.4591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215797)
	variant   328/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 24)
		n1 false (test_time = 18.9757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202251)
	variant   329/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 23)
		n1 false (test_time = 18.9177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182598)
	variant   330/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 22)
		n1 false (test_time = 20.2346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19399)
	variant   331/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 21)
		n1 false (test_time = 19.8795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172386)
	variant   332/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 20)
		n1 false (test_time = 18.9647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155881)
	variant   333/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 19)
		n1 false (test_time = 19.3004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154567)
	variant   334/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 18)
		n1 false (test_time = 19.176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147564)
	variant   335/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 17)
		n1 false (test_time = 18.8599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13213)
	variant   336/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 16)
		n1 false (test_time = 18.9358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126011)
	variant   337/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 15)
		n1 false (test_time = 18.8611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113759)
	variant   338/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 14)
		n1 false (test_time = 18.7571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105349)
	variant   339/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 13)
		n1 false (test_time = 19.3224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099046)
	variant   340/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 12)
		n1 false (test_time = 19.2512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087249)
	variant   341/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 11)
		n1 false (test_time = 18.8184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0752201)
	variant   342/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 10)
		n1 false (test_time = 19.3215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0660329)
	variant   343/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 9)
		n1 false (test_time = 18.6896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0612731)
	variant   344/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 8)
		n1 false (test_time = 19.0121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0473371)
	variant   345/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 7)
		n1 false (test_time = 19.3118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.041564)
	variant   346/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 6)
		n1 false (test_time = 19.3609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036191)
	variant   347/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 5)
		n1 false (test_time = 19.1431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194578)
	variant   348/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 4)
		n1 false (test_time = 18.695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.012537)
	variant   349/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 3)
		n1 false (test_time = 19.2685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant   350/57423 = ?(1,d(8025)) ?(2,d(8026)) ?(3,d(8027)) ?(4,d(8028)) ?(5,d(8029)) ?(6,d(8030)) ?(7,d(8031)) ?(8,d(8032)) ?(9,d(8033)) ?(10,d(8034)) ?(11,d(8035)) ?(12,d(8036)) ?(13,d(8037)) ?(14,d(8038)) ?(15,d(8039)) ?(16,d(8040)) ?(17,d(8041)) ?(18,d(8042)) ?(19,d(8043)) ?(20,d(8044)) ?(21,d(8045)) ?(22,d(8046)) ?(23,d(8047)) ?(24,d(8048)) ?(25,d(8049)) ?(26,d(8050)) ?(27,d(8051)) ?(28,d(8052)) ?(29,d(8053)) ?(30,d(8054)) ?(31,d(8055)) ?(32,d(8056)) ?(33,d(8057)) ?(34,d(8058)) ?(35,d(8059)) ?(36,d(8060)) ?(37,d(8061)) ?(38,d(8062)) ?(39,d(8063)) ?(40,d(8064)) ?(41,d(8065)) ?(42,d(8066)) ?(43,d(8067)) ?(44,d(8068)) ?(45,d(8069)) ?(46,d(8070)) ?(47,d(8071)) ?(48,d(8072)) ?(49,d(8073)) ?(50,d(8074))  (7831 tests, cond 2)
		n1 false (test_time = 19.1938)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 527.707)
search: ww_adaptive: found best (time_taken = 0.450289)
	variant   351/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 1)
		n1 false (test_time = 19.4229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.465066)
	variant   352/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 50)
		n1 false (test_time = 19.2509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438198)
	variant   353/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 49)
		n1 false (test_time = 18.6923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418745)
	variant   354/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 48)
		n1 false (test_time = 18.8182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414756)
	variant   355/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 47)
		n1 false (test_time = 19.2442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40721)
	variant   356/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 46)
		n1 false (test_time = 18.8191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401218)
	variant   357/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 45)
		n1 false (test_time = 18.7253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3844)
	variant   358/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 44)
		n1 false (test_time = 19.3538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383572)
	variant   359/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 43)
		n1 false (test_time = 18.9188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381012)
	variant   360/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 42)
		n1 false (test_time = 19.1154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366969)
	variant   361/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 41)
		n1 false (test_time = 19.3825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368064)
	variant   362/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 40)
		n1 false (test_time = 19.0054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344768)
	variant   363/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 39)
		n1 false (test_time = 19.8779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341634)
	variant   364/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 38)
		n1 false (test_time = 19.3031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37286)
	variant   365/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 37)
		n1 false (test_time = 19.1835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32964)
	variant   366/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 36)
		n1 false (test_time = 19.1463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326915)
	variant   367/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 35)
		n1 false (test_time = 19.1724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298921)
	variant   368/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 34)
		n1 false (test_time = 18.8694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290296)
	variant   369/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 33)
		n1 false (test_time = 18.8402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279191)
	variant   370/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 32)
		n1 false (test_time = 19.1894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280896)
	variant   371/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 31)
		n1 false (test_time = 19.0241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268454)
	variant   372/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 30)
		n1 false (test_time = 18.8762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253396)
	variant   373/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 29)
		n1 false (test_time = 19.5845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244279)
	variant   374/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 28)
		n1 false (test_time = 19.2419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233019)
	variant   375/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 27)
		n1 false (test_time = 18.8823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221339)
	variant   376/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 26)
		n1 false (test_time = 19.897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227738)
	variant   377/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 25)
		n1 false (test_time = 18.6975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213219)
	variant   378/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 24)
		n1 false (test_time = 18.9894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199814)
	variant   379/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 23)
		n1 false (test_time = 19.0624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193794)
	variant   380/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 22)
		n1 false (test_time = 19.4473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177931)
	variant   381/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 21)
		n1 false (test_time = 18.9632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171385)
	variant   382/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 20)
		n1 false (test_time = 19.8653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161285)
	variant   383/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 19)
		n1 false (test_time = 19.0122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163395)
	variant   384/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 18)
		n1 false (test_time = 18.5536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140146)
	variant   385/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 17)
		n1 false (test_time = 18.9542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127293)
	variant   386/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 16)
		n1 false (test_time = 19.1418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129392)
	variant   387/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 15)
		n1 false (test_time = 18.8261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115085)
	variant   388/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 14)
		n1 false (test_time = 20.5066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113711)
	variant   389/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 13)
		n1 false (test_time = 18.894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0922561)
	variant   390/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 12)
		n1 false (test_time = 19.2139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0848188)
	variant   391/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 11)
		n1 false (test_time = 19.5273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083796)
	variant   392/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 10)
		n1 false (test_time = 18.8651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0650511)
	variant   393/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 9)
		n1 false (test_time = 18.9383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0591989)
	variant   394/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 8)
		n1 false (test_time = 19.5514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.051595)
	variant   395/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 7)
		n1 false (test_time = 19.5676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0401101)
	variant   396/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 6)
		n1 false (test_time = 19.1128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0278211)
	variant   397/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 5)
		n1 false (test_time = 19.8711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020782)
	variant   398/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 4)
		n1 false (test_time = 18.7839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0168941)
	variant   399/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 3)
		n1 false (test_time = 19.0081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   400/57423 = ?(1,d(8075)) ?(2,d(8076)) ?(3,d(8077)) ?(4,d(8078)) ?(5,d(8079)) ?(6,d(8080)) ?(7,d(8081)) ?(8,d(8082)) ?(9,d(8083)) ?(10,d(8084)) ?(11,d(8085)) ?(12,d(8086)) ?(13,d(8087)) ?(14,d(8088)) ?(15,d(8089)) ?(16,d(8090)) ?(17,d(8091)) ?(18,d(8092)) ?(19,d(8093)) ?(20,d(8094)) ?(21,d(8095)) ?(22,d(8096)) ?(23,d(8097)) ?(24,d(8098)) ?(25,d(8099)) ?(26,d(8100)) ?(27,d(8101)) ?(28,d(8102)) ?(29,d(8103)) ?(30,d(8104)) ?(31,d(8105)) ?(32,d(8106)) ?(33,d(8107)) ?(34,d(8108)) ?(35,d(8109)) ?(36,d(8110)) ?(37,d(8111)) ?(38,d(8112)) ?(39,d(8113)) ?(40,d(8114)) ?(41,d(8115)) ?(42,d(8116)) ?(43,d(8117)) ?(44,d(8118)) ?(45,d(8119)) ?(46,d(8120)) ?(47,d(8121)) ?(48,d(8122)) ?(49,d(8123)) ?(50,d(8124))  (7831 tests, cond 2)
		n1 false (test_time = 19.1072)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 541.325)
search: ww_adaptive: found best (time_taken = 0.479638)
	variant   401/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 1)
		n1 false (test_time = 19.566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.461266)
	variant   402/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 50)
		n1 false (test_time = 19.469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445812)
	variant   403/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 49)
		n1 false (test_time = 19.6257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451219)
	variant   404/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 48)
		n1 false (test_time = 18.8831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437436)
	variant   405/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 47)
		n1 false (test_time = 20.6309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442933)
	variant   406/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 46)
		n1 false (test_time = 20.6345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41228)
	variant   407/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 45)
		n1 false (test_time = 19.4918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40712)
	variant   408/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 44)
		n1 false (test_time = 19.9488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406583)
	variant   409/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 43)
		n1 false (test_time = 19.7615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381908)
	variant   410/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 42)
		n1 false (test_time = 19.1133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356015)
	variant   411/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 41)
		n1 false (test_time = 19.0558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347916)
	variant   412/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 40)
		n1 false (test_time = 19.4584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359611)
	variant   413/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 39)
		n1 false (test_time = 19.4487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340444)
	variant   414/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 38)
		n1 false (test_time = 19.0255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32121)
	variant   415/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 37)
		n1 false (test_time = 19.1927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3259)
	variant   416/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 36)
		n1 false (test_time = 19.1228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323108)
	variant   417/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 35)
		n1 false (test_time = 19.412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307071)
	variant   418/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 34)
		n1 false (test_time = 19.4541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290982)
	variant   419/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 33)
		n1 false (test_time = 18.92)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28216)
	variant   420/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 32)
		n1 false (test_time = 18.903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280561)
	variant   421/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 31)
		n1 false (test_time = 19.1591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258254)
	variant   422/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 30)
		n1 false (test_time = 19.0196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262505)
	variant   423/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 29)
		n1 false (test_time = 18.9781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252229)
	variant   424/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 28)
		n1 false (test_time = 19.0789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238333)
	variant   425/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 27)
		n1 false (test_time = 19.0858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227425)
	variant   426/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 26)
		n1 false (test_time = 19.1877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222372)
	variant   427/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 25)
		n1 false (test_time = 19.9952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210338)
	variant   428/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 24)
		n1 false (test_time = 19.5492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201538)
	variant   429/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 23)
		n1 false (test_time = 19.1517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195918)
	variant   430/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 22)
		n1 false (test_time = 19.1052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177751)
	variant   431/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 21)
		n1 false (test_time = 19.5144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168278)
	variant   432/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 20)
		n1 false (test_time = 18.9966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158445)
	variant   433/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 19)
		n1 false (test_time = 18.968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150544)
	variant   434/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 18)
		n1 false (test_time = 19.5722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150691)
	variant   435/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 17)
		n1 false (test_time = 19.2671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136012)
	variant   436/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 16)
		n1 false (test_time = 19.7755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121728)
	variant   437/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 15)
		n1 false (test_time = 19.152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121607)
	variant   438/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 14)
		n1 false (test_time = 19.2904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107263)
	variant   439/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 13)
		n1 false (test_time = 18.6593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093574)
	variant   440/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 12)
		n1 false (test_time = 18.8028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.086144)
	variant   441/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 11)
		n1 false (test_time = 19.8613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0800169)
	variant   442/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 10)
		n1 false (test_time = 19.6812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.067874)
	variant   443/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 9)
		n1 false (test_time = 19.1211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05527)
	variant   444/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 8)
		n1 false (test_time = 18.9388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047111)
	variant   445/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 7)
		n1 false (test_time = 19.2554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038801)
	variant   446/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 6)
		n1 false (test_time = 19.5731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0329299)
	variant   447/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 5)
		n1 false (test_time = 18.9123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020437)
	variant   448/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 4)
		n1 false (test_time = 18.9456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0113869)
	variant   449/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 3)
		n1 false (test_time = 19.0295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   450/57423 = ?(1,d(8125)) ?(2,d(8126)) ?(3,d(8127)) ?(4,d(8128)) ?(5,d(8129)) ?(6,d(8130)) ?(7,d(8131)) ?(8,d(8132)) ?(9,d(8133)) ?(10,d(8134)) ?(11,d(8135)) ?(12,d(8136)) ?(13,d(8137)) ?(14,d(8138)) ?(15,d(8139)) ?(16,d(8140)) ?(17,d(8141)) ?(18,d(8142)) ?(19,d(8143)) ?(20,d(8144)) ?(21,d(8145)) ?(22,d(8146)) ?(23,d(8147)) ?(24,d(8148)) ?(25,d(8149)) ?(26,d(8150)) ?(27,d(8151)) ?(28,d(8152)) ?(29,d(8153)) ?(30,d(8154)) ?(31,d(8155)) ?(32,d(8156)) ?(33,d(8157)) ?(34,d(8158)) ?(35,d(8159)) ?(36,d(8160)) ?(37,d(8161)) ?(38,d(8162)) ?(39,d(8163)) ?(40,d(8164)) ?(41,d(8165)) ?(42,d(8166)) ?(43,d(8167)) ?(44,d(8168)) ?(45,d(8169)) ?(46,d(8170)) ?(47,d(8171)) ?(48,d(8172)) ?(49,d(8173)) ?(50,d(8174))  (7831 tests, cond 2)
		n1 false (test_time = 19.4287)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 528.978)
search: ww_adaptive: found best (time_taken = 0.44492)
	variant   451/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 1)
		n1 false (test_time = 19.2687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.492842)
	variant   452/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 50)
		n1 false (test_time = 19.3026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43613)
	variant   453/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 49)
		n1 false (test_time = 18.8472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449196)
	variant   454/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 48)
		n1 false (test_time = 19.7337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429946)
	variant   455/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 47)
		n1 false (test_time = 19.0716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409778)
	variant   456/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 46)
		n1 false (test_time = 18.7507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390441)
	variant   457/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 45)
		n1 false (test_time = 19.3284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392987)
	variant   458/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 44)
		n1 false (test_time = 19.2292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388326)
	variant   459/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 43)
		n1 false (test_time = 19.0212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36655)
	variant   460/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 42)
		n1 false (test_time = 19.2849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397277)
	variant   461/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 41)
		n1 false (test_time = 19.6647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353654)
	variant   462/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 40)
		n1 false (test_time = 18.8692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343066)
	variant   463/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 39)
		n1 false (test_time = 19.3729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332596)
	variant   464/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 38)
		n1 false (test_time = 18.8157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325628)
	variant   465/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 37)
		n1 false (test_time = 18.6397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315798)
	variant   466/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 36)
		n1 false (test_time = 19.0083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307177)
	variant   467/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 35)
		n1 false (test_time = 19.1691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306015)
	variant   468/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 34)
		n1 false (test_time = 19.1176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283836)
	variant   469/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 33)
		n1 false (test_time = 19.174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29546)
	variant   470/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 32)
		n1 false (test_time = 19.6139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267462)
	variant   471/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 31)
		n1 false (test_time = 18.7516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261097)
	variant   472/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 30)
		n1 false (test_time = 19.6876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260988)
	variant   473/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 29)
		n1 false (test_time = 19.2192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237674)
	variant   474/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 28)
		n1 false (test_time = 18.7729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237435)
	variant   475/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 27)
		n1 false (test_time = 18.9436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231885)
	variant   476/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 26)
		n1 false (test_time = 19.9027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222641)
	variant   477/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 25)
		n1 false (test_time = 19.1064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218179)
	variant   478/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 24)
		n1 false (test_time = 19.5221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199557)
	variant   479/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 23)
		n1 false (test_time = 18.8958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196665)
	variant   480/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 22)
		n1 false (test_time = 18.8767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185793)
	variant   481/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 21)
		n1 false (test_time = 19.2157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176561)
	variant   482/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 20)
		n1 false (test_time = 18.9615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160542)
	variant   483/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 19)
		n1 false (test_time = 18.9487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15094)
	variant   484/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 18)
		n1 false (test_time = 19.7913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146636)
	variant   485/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 17)
		n1 false (test_time = 19.5012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.133887)
	variant   486/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 16)
		n1 false (test_time = 18.7109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131285)
	variant   487/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 15)
		n1 false (test_time = 19.0856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110401)
	variant   488/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 14)
		n1 false (test_time = 18.7671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114741)
	variant   489/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 13)
		n1 false (test_time = 18.9395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0923049)
	variant   490/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 12)
		n1 false (test_time = 19.2187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0844109)
	variant   491/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 11)
		n1 false (test_time = 19.2047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076117)
	variant   492/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 10)
		n1 false (test_time = 19.4953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068079)
	variant   493/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 9)
		n1 false (test_time = 18.9576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.067311)
	variant   494/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 8)
		n1 false (test_time = 19.0309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0479882)
	variant   495/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 7)
		n1 false (test_time = 18.92)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0385642)
	variant   496/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 6)
		n1 false (test_time = 18.866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0335009)
	variant   497/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 5)
		n1 false (test_time = 19.2521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0198491)
	variant   498/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 4)
		n1 false (test_time = 19.1255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0106101)
	variant   499/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 3)
		n1 false (test_time = 18.5337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   500/57423 = ?(1,d(8175)) ?(2,d(8176)) ?(3,d(8177)) ?(4,d(8178)) ?(5,d(8179)) ?(6,d(8180)) ?(7,d(8181)) ?(8,d(8182)) ?(9,d(8183)) ?(10,d(8184)) ?(11,d(8185)) ?(12,d(8186)) ?(13,d(8187)) ?(14,d(8188)) ?(15,d(8189)) ?(16,d(8190)) ?(17,d(8191)) ?(18,d(8192)) ?(19,d(8193)) ?(20,d(8194)) ?(21,d(8195)) ?(22,d(8196)) ?(23,d(8197)) ?(24,d(8198)) ?(25,d(8199)) ?(26,d(8200)) ?(27,d(8201)) ?(28,d(8202)) ?(29,d(8203)) ?(30,d(8204)) ?(31,d(8205)) ?(32,d(8206)) ?(33,d(8207)) ?(34,d(8208)) ?(35,d(8209)) ?(36,d(8210)) ?(37,d(8211)) ?(38,d(8212)) ?(39,d(8213)) ?(40,d(8214)) ?(41,d(8215)) ?(42,d(8216)) ?(43,d(8217)) ?(44,d(8218)) ?(45,d(8219)) ?(46,d(8220)) ?(47,d(8221)) ?(48,d(8222)) ?(49,d(8223)) ?(50,d(8224))  (7831 tests, cond 2)
		n1 false (test_time = 19.9429)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 527.292)
search: ww_adaptive: found best (time_taken = 0.4474)
	variant   501/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 1)
		n1 false (test_time = 19.0263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451118)
	variant   502/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 50)
		n1 false (test_time = 18.788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442696)
	variant   503/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 49)
		n1 false (test_time = 19.207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424006)
	variant   504/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 48)
		n1 false (test_time = 19.895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438667)
	variant   505/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 47)
		n1 false (test_time = 19.6593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420425)
	variant   506/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 46)
		n1 false (test_time = 20.0626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415993)
	variant   507/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 45)
		n1 false (test_time = 19.7581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.455608)
	variant   508/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 44)
		n1 false (test_time = 18.6922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376357)
	variant   509/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 43)
		n1 false (test_time = 19.1646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379589)
	variant   510/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 42)
		n1 false (test_time = 19.1132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357303)
	variant   511/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 41)
		n1 false (test_time = 18.6083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351538)
	variant   512/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 40)
		n1 false (test_time = 18.8608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344235)
	variant   513/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 39)
		n1 false (test_time = 19.1898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335202)
	variant   514/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 38)
		n1 false (test_time = 18.733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328803)
	variant   515/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 37)
		n1 false (test_time = 19.183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311972)
	variant   516/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 36)
		n1 false (test_time = 18.8221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309678)
	variant   517/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 35)
		n1 false (test_time = 18.6942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290437)
	variant   518/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 34)
		n1 false (test_time = 18.6151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283322)
	variant   519/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 33)
		n1 false (test_time = 18.5095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278108)
	variant   520/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 32)
		n1 false (test_time = 18.5768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266644)
	variant   521/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 31)
		n1 false (test_time = 18.836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259573)
	variant   522/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 30)
		n1 false (test_time = 18.9897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253041)
	variant   523/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 29)
		n1 false (test_time = 19.3216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250794)
	variant   524/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 28)
		n1 false (test_time = 18.9267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248345)
	variant   525/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 27)
		n1 false (test_time = 19.8011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24184)
	variant   526/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 26)
		n1 false (test_time = 19.0579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213616)
	variant   527/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 25)
		n1 false (test_time = 19.1285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201627)
	variant   528/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 24)
		n1 false (test_time = 19.1617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194689)
	variant   529/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 23)
		n1 false (test_time = 18.75)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185197)
	variant   530/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 22)
		n1 false (test_time = 18.7679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187131)
	variant   531/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 21)
		n1 false (test_time = 18.8047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164513)
	variant   532/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 20)
		n1 false (test_time = 18.574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15711)
	variant   533/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 19)
		n1 false (test_time = 19.0739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160709)
	variant   534/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 18)
		n1 false (test_time = 19.1879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138041)
	variant   535/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 17)
		n1 false (test_time = 18.7993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13288)
	variant   536/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 16)
		n1 false (test_time = 18.9069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130325)
	variant   537/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 15)
		n1 false (test_time = 18.7048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117214)
	variant   538/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 14)
		n1 false (test_time = 18.6623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103079)
	variant   539/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 13)
		n1 false (test_time = 19.2283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101892)
	variant   540/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 12)
		n1 false (test_time = 19.6144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0857)
	variant   541/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 11)
		n1 false (test_time = 19.6387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076349)
	variant   542/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 10)
		n1 false (test_time = 19.1726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0672789)
	variant   543/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 9)
		n1 false (test_time = 18.7973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0587881)
	variant   544/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 8)
		n1 false (test_time = 18.8644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048475)
	variant   545/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 7)
		n1 false (test_time = 18.7698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0383611)
	variant   546/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 6)
		n1 false (test_time = 18.9206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030761)
	variant   547/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 5)
		n1 false (test_time = 18.9602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195382)
	variant   548/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 4)
		n1 false (test_time = 18.8511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.011626)
	variant   549/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 3)
		n1 false (test_time = 19.689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   550/57423 = ?(1,d(8225)) ?(2,d(8226)) ?(3,d(8227)) ?(4,d(8228)) ?(5,d(8229)) ?(6,d(8230)) ?(7,d(8231)) ?(8,d(8232)) ?(9,d(8233)) ?(10,d(8234)) ?(11,d(8235)) ?(12,d(8236)) ?(13,d(8237)) ?(14,d(8238)) ?(15,d(8239)) ?(16,d(8240)) ?(17,d(8241)) ?(18,d(8242)) ?(19,d(8243)) ?(20,d(8244)) ?(21,d(8245)) ?(22,d(8246)) ?(23,d(8247)) ?(24,d(8248)) ?(25,d(8249)) ?(26,d(8250)) ?(27,d(8251)) ?(28,d(8252)) ?(29,d(8253)) ?(30,d(8254)) ?(31,d(8255)) ?(32,d(8256)) ?(33,d(8257)) ?(34,d(8258)) ?(35,d(8259)) ?(36,d(8260)) ?(37,d(8261)) ?(38,d(8262)) ?(39,d(8263)) ?(40,d(8264)) ?(41,d(8265)) ?(42,d(8266)) ?(43,d(8267)) ?(44,d(8268)) ?(45,d(8269)) ?(46,d(8270)) ?(47,d(8271)) ?(48,d(8272)) ?(49,d(8273)) ?(50,d(8274))  (7831 tests, cond 2)
		n1 false (test_time = 18.6113)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 525.991)
search: ww_adaptive: found best (time_taken = 0.452025)
	variant   551/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 1)
		n1 false (test_time = 18.7621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442436)
	variant   552/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 50)
		n1 false (test_time = 18.7627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459358)
	variant   553/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 49)
		n1 false (test_time = 18.9657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426937)
	variant   554/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 48)
		n1 false (test_time = 18.8939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414788)
	variant   555/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 47)
		n1 false (test_time = 18.8804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426299)
	variant   556/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 46)
		n1 false (test_time = 18.6189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401233)
	variant   557/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 45)
		n1 false (test_time = 18.8774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399858)
	variant   558/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 44)
		n1 false (test_time = 18.8621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415787)
	variant   559/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 43)
		n1 false (test_time = 19.3587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367449)
	variant   560/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 42)
		n1 false (test_time = 18.9056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376791)
	variant   561/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 41)
		n1 false (test_time = 18.4914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367966)
	variant   562/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 40)
		n1 false (test_time = 19.2312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353369)
	variant   563/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 39)
		n1 false (test_time = 18.8553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344747)
	variant   564/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 38)
		n1 false (test_time = 19.0864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329848)
	variant   565/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 37)
		n1 false (test_time = 18.8235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311378)
	variant   566/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 36)
		n1 false (test_time = 18.7925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298647)
	variant   567/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 35)
		n1 false (test_time = 18.755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30274)
	variant   568/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 34)
		n1 false (test_time = 19.3829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290625)
	variant   569/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 33)
		n1 false (test_time = 19.2325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281872)
	variant   570/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 32)
		n1 false (test_time = 18.65)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264014)
	variant   571/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 31)
		n1 false (test_time = 19.0807)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264005)
	variant   572/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 30)
		n1 false (test_time = 18.3878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245503)
	variant   573/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 29)
		n1 false (test_time = 18.8274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24337)
	variant   574/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 28)
		n1 false (test_time = 19.23)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236924)
	variant   575/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 27)
		n1 false (test_time = 19.1535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217152)
	variant   576/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 26)
		n1 false (test_time = 18.7452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224235)
	variant   577/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 25)
		n1 false (test_time = 18.9512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200102)
	variant   578/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 24)
		n1 false (test_time = 18.9167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201501)
	variant   579/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 23)
		n1 false (test_time = 19.2487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185032)
	variant   580/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 22)
		n1 false (test_time = 19.2025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176158)
	variant   581/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 21)
		n1 false (test_time = 18.7687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177047)
	variant   582/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 20)
		n1 false (test_time = 19.1722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168533)
	variant   583/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 19)
		n1 false (test_time = 19.2692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157523)
	variant   584/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 18)
		n1 false (test_time = 19.0321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147544)
	variant   585/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 17)
		n1 false (test_time = 19.0815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129992)
	variant   586/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 16)
		n1 false (test_time = 18.8566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119146)
	variant   587/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 15)
		n1 false (test_time = 18.7661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112608)
	variant   588/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 14)
		n1 false (test_time = 19.0125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102352)
	variant   589/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 13)
		n1 false (test_time = 19.0652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0942171)
	variant   590/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 12)
		n1 false (test_time = 19.2313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081805)
	variant   591/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 11)
		n1 false (test_time = 18.6365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0729802)
	variant   592/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 10)
		n1 false (test_time = 19.1157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0703871)
	variant   593/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 9)
		n1 false (test_time = 18.6651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0588331)
	variant   594/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 8)
		n1 false (test_time = 19.0256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0484378)
	variant   595/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 7)
		n1 false (test_time = 18.8975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037466)
	variant   596/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 6)
		n1 false (test_time = 18.9434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0283351)
	variant   597/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 5)
		n1 false (test_time = 18.8067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185111)
	variant   598/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 4)
		n1 false (test_time = 19.3923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0112278)
	variant   599/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 3)
		n1 false (test_time = 19.1783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant   600/57423 = ?(1,d(8275)) ?(2,d(8276)) ?(3,d(8277)) ?(4,d(8278)) ?(5,d(8279)) ?(6,d(8280)) ?(7,d(8281)) ?(8,d(8282)) ?(9,d(8283)) ?(10,d(8284)) ?(11,d(8285)) ?(12,d(8286)) ?(13,d(8287)) ?(14,d(8288)) ?(15,d(8289)) ?(16,d(8290)) ?(17,d(8291)) ?(18,d(8292)) ?(19,d(8293)) ?(20,d(8294)) ?(21,d(8295)) ?(22,d(8296)) ?(23,d(8297)) ?(24,d(8298)) ?(25,d(8299)) ?(26,d(8300)) ?(27,d(8301)) ?(28,d(8302)) ?(29,d(8303)) ?(30,d(8304)) ?(31,d(8305)) ?(32,d(8306)) ?(33,d(8307)) ?(34,d(8308)) ?(35,d(8309)) ?(36,d(8310)) ?(37,d(8311)) ?(38,d(8312)) ?(39,d(8313)) ?(40,d(8314)) ?(41,d(8315)) ?(42,d(8316)) ?(43,d(8317)) ?(44,d(8318)) ?(45,d(8319)) ?(46,d(8320)) ?(47,d(8321)) ?(48,d(8322)) ?(49,d(8323)) ?(50,d(8324))  (7831 tests, cond 2)
		n1 false (test_time = 18.8999)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 524.941)
search: ww_adaptive: found best (time_taken = 0.4413)
	variant   601/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 1)
		n1 false (test_time = 19.2333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459883)
	variant   602/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 50)
		n1 false (test_time = 19.0752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437353)
	variant   603/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 49)
		n1 false (test_time = 18.8542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449909)
	variant   604/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 48)
		n1 false (test_time = 18.9199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419643)
	variant   605/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 47)
		n1 false (test_time = 18.8252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402449)
	variant   606/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 46)
		n1 false (test_time = 18.5901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406072)
	variant   607/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 45)
		n1 false (test_time = 19.0326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389057)
	variant   608/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 44)
		n1 false (test_time = 19.2721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444416)
	variant   609/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 43)
		n1 false (test_time = 19.0368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369783)
	variant   610/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 42)
		n1 false (test_time = 18.723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374248)
	variant   611/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 41)
		n1 false (test_time = 18.7793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367323)
	variant   612/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 40)
		n1 false (test_time = 19.0573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345324)
	variant   613/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 39)
		n1 false (test_time = 18.6323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335396)
	variant   614/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 38)
		n1 false (test_time = 19.0253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331742)
	variant   615/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 37)
		n1 false (test_time = 19.2429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328241)
	variant   616/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 36)
		n1 false (test_time = 19.5113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32079)
	variant   617/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 35)
		n1 false (test_time = 19.2447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296033)
	variant   618/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 34)
		n1 false (test_time = 18.6706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287543)
	variant   619/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 33)
		n1 false (test_time = 18.7386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286612)
	variant   620/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 32)
		n1 false (test_time = 19.0372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267329)
	variant   621/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 31)
		n1 false (test_time = 18.5946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25876)
	variant   622/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 30)
		n1 false (test_time = 18.9389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2547)
	variant   623/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 29)
		n1 false (test_time = 19.272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261602)
	variant   624/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 28)
		n1 false (test_time = 19.6029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229359)
	variant   625/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 27)
		n1 false (test_time = 19.145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221085)
	variant   626/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 26)
		n1 false (test_time = 19.0381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210669)
	variant   627/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 25)
		n1 false (test_time = 18.4221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200689)
	variant   628/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 24)
		n1 false (test_time = 18.7985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203042)
	variant   629/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 23)
		n1 false (test_time = 18.9402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18374)
	variant   630/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 22)
		n1 false (test_time = 18.5167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180632)
	variant   631/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 21)
		n1 false (test_time = 18.8806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166258)
	variant   632/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 20)
		n1 false (test_time = 18.8478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156667)
	variant   633/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 19)
		n1 false (test_time = 18.8064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147807)
	variant   634/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 18)
		n1 false (test_time = 18.7337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140282)
	variant   635/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 17)
		n1 false (test_time = 18.6374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129371)
	variant   636/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 16)
		n1 false (test_time = 19.291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120998)
	variant   637/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 15)
		n1 false (test_time = 18.4751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117465)
	variant   638/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 14)
		n1 false (test_time = 18.7603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143709)
	variant   639/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 13)
		n1 false (test_time = 20.6953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118541)
	variant   640/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 12)
		n1 false (test_time = 19.8643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0890541)
	variant   641/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 11)
		n1 false (test_time = 19.953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.078445)
	variant   642/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 10)
		n1 false (test_time = 19.6876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064362)
	variant   643/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 9)
		n1 false (test_time = 19.5103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0606382)
	variant   644/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 8)
		n1 false (test_time = 18.831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0474322)
	variant   645/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 7)
		n1 false (test_time = 19.5302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037873)
	variant   646/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 6)
		n1 false (test_time = 18.8709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.033313)
	variant   647/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 5)
		n1 false (test_time = 19.4018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020335)
	variant   648/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 4)
		n1 false (test_time = 19.0041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0110331)
	variant   649/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 3)
		n1 false (test_time = 18.9913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   650/57423 = ?(1,d(8325)) ?(2,d(8326)) ?(3,d(8327)) ?(4,d(8328)) ?(5,d(8329)) ?(6,d(8330)) ?(7,d(8331)) ?(8,d(8332)) ?(9,d(8333)) ?(10,d(8334)) ?(11,d(8335)) ?(12,d(8336)) ?(13,d(8337)) ?(14,d(8338)) ?(15,d(8339)) ?(16,d(8340)) ?(17,d(8341)) ?(18,d(8342)) ?(19,d(8343)) ?(20,d(8344)) ?(21,d(8345)) ?(22,d(8346)) ?(23,d(8347)) ?(24,d(8348)) ?(25,d(8349)) ?(26,d(8350)) ?(27,d(8351)) ?(28,d(8352)) ?(29,d(8353)) ?(30,d(8354)) ?(31,d(8355)) ?(32,d(8356)) ?(33,d(8357)) ?(34,d(8358)) ?(35,d(8359)) ?(36,d(8360)) ?(37,d(8361)) ?(38,d(8362)) ?(39,d(8363)) ?(40,d(8364)) ?(41,d(8365)) ?(42,d(8366)) ?(43,d(8367)) ?(44,d(8368)) ?(45,d(8369)) ?(46,d(8370)) ?(47,d(8371)) ?(48,d(8372)) ?(49,d(8373)) ?(50,d(8374))  (7831 tests, cond 2)
		n1 false (test_time = 18.9417)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 523.666)
search: ww_adaptive: found best (time_taken = 0.440894)
	variant   651/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 1)
		n1 false (test_time = 19.1379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453277)
	variant   652/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 50)
		n1 false (test_time = 18.3447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.465259)
	variant   653/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 49)
		n1 false (test_time = 18.6725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425667)
	variant   654/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 48)
		n1 false (test_time = 19.0895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419802)
	variant   655/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 47)
		n1 false (test_time = 18.8151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414044)
	variant   656/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 46)
		n1 false (test_time = 18.6579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391448)
	variant   657/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 45)
		n1 false (test_time = 19.071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392076)
	variant   658/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 44)
		n1 false (test_time = 19.4277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390296)
	variant   659/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 43)
		n1 false (test_time = 18.7927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373441)
	variant   660/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 42)
		n1 false (test_time = 18.7011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356286)
	variant   661/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 41)
		n1 false (test_time = 18.7457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352269)
	variant   662/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 40)
		n1 false (test_time = 18.6789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34366)
	variant   663/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 39)
		n1 false (test_time = 18.8554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337098)
	variant   664/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 38)
		n1 false (test_time = 18.7376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324161)
	variant   665/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 37)
		n1 false (test_time = 18.7944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310987)
	variant   666/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 36)
		n1 false (test_time = 19.3606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305542)
	variant   667/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 35)
		n1 false (test_time = 19.0168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29501)
	variant   668/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 34)
		n1 false (test_time = 18.9077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289016)
	variant   669/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 33)
		n1 false (test_time = 18.8505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274489)
	variant   670/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 32)
		n1 false (test_time = 18.7799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273518)
	variant   671/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 31)
		n1 false (test_time = 18.8531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258159)
	variant   672/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 30)
		n1 false (test_time = 19.1455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350881)
	variant   673/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 29)
		n1 false (test_time = 19.9138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267184)
	variant   674/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 28)
		n1 false (test_time = 18.8023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22758)
	variant   675/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 27)
		n1 false (test_time = 18.8884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226631)
	variant   676/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 26)
		n1 false (test_time = 18.7703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212478)
	variant   677/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 25)
		n1 false (test_time = 18.6639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200904)
	variant   678/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 24)
		n1 false (test_time = 19.2189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191142)
	variant   679/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 23)
		n1 false (test_time = 18.9956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198894)
	variant   680/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 22)
		n1 false (test_time = 19.0024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173367)
	variant   681/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 21)
		n1 false (test_time = 18.5916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172278)
	variant   682/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 20)
		n1 false (test_time = 19.3578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159788)
	variant   683/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 19)
		n1 false (test_time = 18.6781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154359)
	variant   684/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 18)
		n1 false (test_time = 19.1292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139953)
	variant   685/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 17)
		n1 false (test_time = 18.7978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128872)
	variant   686/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 16)
		n1 false (test_time = 18.8993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121209)
	variant   687/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 15)
		n1 false (test_time = 18.6739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116927)
	variant   688/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 14)
		n1 false (test_time = 19.9506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112564)
	variant   689/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 13)
		n1 false (test_time = 19.4772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0938461)
	variant   690/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 12)
		n1 false (test_time = 19.0343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093389)
	variant   691/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 11)
		n1 false (test_time = 19.6396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0773289)
	variant   692/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 10)
		n1 false (test_time = 18.9313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0795848)
	variant   693/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 9)
		n1 false (test_time = 19.0133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.058764)
	variant   694/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 8)
		n1 false (test_time = 19.6959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05496)
	variant   695/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 7)
		n1 false (test_time = 19.227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038656)
	variant   696/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 6)
		n1 false (test_time = 19.4251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0304492)
	variant   697/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 5)
		n1 false (test_time = 20.4031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0198069)
	variant   698/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 4)
		n1 false (test_time = 19.7466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0112529)
	variant   699/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 3)
		n1 false (test_time = 19.8983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant   700/57423 = ?(1,d(8375)) ?(2,d(8376)) ?(3,d(8377)) ?(4,d(8378)) ?(5,d(8379)) ?(6,d(8380)) ?(7,d(8381)) ?(8,d(8382)) ?(9,d(8383)) ?(10,d(8384)) ?(11,d(8385)) ?(12,d(8386)) ?(13,d(8387)) ?(14,d(8388)) ?(15,d(8389)) ?(16,d(8390)) ?(17,d(8391)) ?(18,d(8392)) ?(19,d(8393)) ?(20,d(8394)) ?(21,d(8395)) ?(22,d(8396)) ?(23,d(8397)) ?(24,d(8398)) ?(25,d(8399)) ?(26,d(8400)) ?(27,d(8401)) ?(28,d(8402)) ?(29,d(8403)) ?(30,d(8404)) ?(31,d(8405)) ?(32,d(8406)) ?(33,d(8407)) ?(34,d(8408)) ?(35,d(8409)) ?(36,d(8410)) ?(37,d(8411)) ?(38,d(8412)) ?(39,d(8413)) ?(40,d(8414)) ?(41,d(8415)) ?(42,d(8416)) ?(43,d(8417)) ?(44,d(8418)) ?(45,d(8419)) ?(46,d(8420)) ?(47,d(8421)) ?(48,d(8422)) ?(49,d(8423)) ?(50,d(8424))  (7831 tests, cond 2)
		n1 false (test_time = 19.5812)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 532.709)
search: ww_adaptive: found best (time_taken = 0.482677)
	variant   701/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 1)
		n1 false (test_time = 19.8707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444945)
	variant   702/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 50)
		n1 false (test_time = 18.6867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429378)
	variant   703/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 49)
		n1 false (test_time = 18.9489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415961)
	variant   704/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 48)
		n1 false (test_time = 18.8223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406286)
	variant   705/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 47)
		n1 false (test_time = 18.6273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406357)
	variant   706/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 46)
		n1 false (test_time = 18.4337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416108)
	variant   707/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 45)
		n1 false (test_time = 19.3558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396416)
	variant   708/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 44)
		n1 false (test_time = 19.1211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389843)
	variant   709/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 43)
		n1 false (test_time = 18.8714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359915)
	variant   710/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 42)
		n1 false (test_time = 18.7691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356765)
	variant   711/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 41)
		n1 false (test_time = 19.4239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362878)
	variant   712/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 40)
		n1 false (test_time = 19.1373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343633)
	variant   713/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 39)
		n1 false (test_time = 18.7449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337781)
	variant   714/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 38)
		n1 false (test_time = 18.8668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319716)
	variant   715/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 37)
		n1 false (test_time = 19.0367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326945)
	variant   716/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 36)
		n1 false (test_time = 18.9064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308564)
	variant   717/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 35)
		n1 false (test_time = 19.173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302817)
	variant   718/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 34)
		n1 false (test_time = 18.9216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303659)
	variant   719/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 33)
		n1 false (test_time = 19.2354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291246)
	variant   720/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 32)
		n1 false (test_time = 19.1551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282209)
	variant   721/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 31)
		n1 false (test_time = 19.1704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268105)
	variant   722/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 30)
		n1 false (test_time = 19.5703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250922)
	variant   723/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 29)
		n1 false (test_time = 19.2798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246709)
	variant   724/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 28)
		n1 false (test_time = 19.4922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237464)
	variant   725/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 27)
		n1 false (test_time = 18.9854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222113)
	variant   726/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 26)
		n1 false (test_time = 18.8906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215863)
	variant   727/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 25)
		n1 false (test_time = 18.9196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222498)
	variant   728/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 24)
		n1 false (test_time = 18.8306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190815)
	variant   729/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 23)
		n1 false (test_time = 18.8414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1992)
	variant   730/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 22)
		n1 false (test_time = 19.1096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182437)
	variant   731/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 21)
		n1 false (test_time = 19.2868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16672)
	variant   732/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 20)
		n1 false (test_time = 18.767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170374)
	variant   733/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 19)
		n1 false (test_time = 19.5721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151226)
	variant   734/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 18)
		n1 false (test_time = 18.8962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147812)
	variant   735/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 17)
		n1 false (test_time = 18.9966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132545)
	variant   736/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 16)
		n1 false (test_time = 19.2067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132585)
	variant   737/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 15)
		n1 false (test_time = 19.7051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116484)
	variant   738/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 14)
		n1 false (test_time = 18.6045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104823)
	variant   739/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 13)
		n1 false (test_time = 19.0086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0939488)
	variant   740/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 12)
		n1 false (test_time = 18.9105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0825028)
	variant   741/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 11)
		n1 false (test_time = 19.3684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0767682)
	variant   742/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 10)
		n1 false (test_time = 18.897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.065454)
	variant   743/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 9)
		n1 false (test_time = 18.8924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055315)
	variant   744/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 8)
		n1 false (test_time = 18.7552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047585)
	variant   745/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 7)
		n1 false (test_time = 18.988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037513)
	variant   746/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 6)
		n1 false (test_time = 19.0504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0283811)
	variant   747/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 5)
		n1 false (test_time = 19.0842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0239649)
	variant   748/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 4)
		n1 false (test_time = 18.6987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00989699)
	variant   749/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 3)
		n1 false (test_time = 19.2464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 3.69549e-05)
	variant   750/57423 = ?(1,d(8425)) ?(2,d(8426)) ?(3,d(8427)) ?(4,a(8426,8431)) ?(5,a(8426,8430)) ?(6,a(8426,8429)) ?(7,a(8426,8428)) ?(8,a(8426,8427)) ?(9,a(8426,8426)) ?(10,a(8426,8425)) ?(11,a(8426,8424)) ?(12,a(8426,8391)) ?(13,a(8426,8389)) ?(14,a(8426,8386)) ?(15,a(8426,8385)) ?(16,a(8426,8384)) ?(17,a(8426,8351)) ?(18,a(8426,8349)) ?(19,a(8426,8346)) ?(20,a(8426,8345)) ?(21,a(8426,8344)) ?(22,a(8426,8343)) ?(23,a(8426,8342)) ?(24,a(8426,8341)) ?(25,a(8426,8340)) ?(26,a(8426,8339)) ?(27,a(8426,8306)) ?(28,a(8426,8304)) ?(29,a(8426,8301)) ?(30,a(8426,8268)) ?(31,a(8426,8266)) ?(32,a(8426,8263)) ?(33,a(8426,8262)) ?(34,a(8426,8261)) ?(35,a(8426,8260)) ?(36,a(8426,8259)) ?(37,a(8426,8258)) ?(38,a(8426,8225)) ?(39,a(8426,8223)) ?(40,a(8426,8220)) ?(41,a(8426,8219)) ?(42,a(8426,8218)) ?(43,a(8426,8217)) ?(44,a(8426,8216)) ?(45,a(8426,8215)) ?(46,a(8426,8214)) ?(47,a(8426,8213)) ?(48,a(8426,8212)) ?(49,a(8426,8179)) ?(50,a(8426,8177))  (7831 tests, cond 2)
		n1 false (test_time = 18.7588)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 528.269)
search: ww_adaptive: found best (time_taken = 0.448268)
	variant   751/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 1)
		n1 false (test_time = 19.1295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442544)
	variant   752/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 50)
		n1 false (test_time = 18.9278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437254)
	variant   753/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 49)
		n1 false (test_time = 18.7357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426239)
	variant   754/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 48)
		n1 false (test_time = 18.6192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424617)
	variant   755/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 47)
		n1 false (test_time = 18.7713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404558)
	variant   756/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 46)
		n1 false (test_time = 19.5599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.454411)
	variant   757/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 45)
		n1 false (test_time = 18.145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379887)
	variant   758/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 44)
		n1 false (test_time = 19.0546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384188)
	variant   759/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 43)
		n1 false (test_time = 18.8407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367697)
	variant   760/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 42)
		n1 false (test_time = 18.557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368862)
	variant   761/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 41)
		n1 false (test_time = 19.1042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369427)
	variant   762/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 40)
		n1 false (test_time = 18.8765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354197)
	variant   763/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 39)
		n1 false (test_time = 19.1084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329885)
	variant   764/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 38)
		n1 false (test_time = 19.0342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347924)
	variant   765/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 37)
		n1 false (test_time = 18.8254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309456)
	variant   766/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 36)
		n1 false (test_time = 18.9817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302537)
	variant   767/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 35)
		n1 false (test_time = 18.6401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324292)
	variant   768/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 34)
		n1 false (test_time = 18.6897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29467)
	variant   769/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 33)
		n1 false (test_time = 18.2693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289798)
	variant   770/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 32)
		n1 false (test_time = 18.5205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298453)
	variant   771/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 31)
		n1 false (test_time = 19.3672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290185)
	variant   772/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 30)
		n1 false (test_time = 18.7361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25212)
	variant   773/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 29)
		n1 false (test_time = 18.853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270066)
	variant   774/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 28)
		n1 false (test_time = 19.1001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240594)
	variant   775/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 27)
		n1 false (test_time = 18.7593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233841)
	variant   776/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 26)
		n1 false (test_time = 19.0075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212591)
	variant   777/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 25)
		n1 false (test_time = 18.8855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20687)
	variant   778/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 24)
		n1 false (test_time = 18.836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1949)
	variant   779/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 23)
		n1 false (test_time = 18.6681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185415)
	variant   780/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 22)
		n1 false (test_time = 19.007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175424)
	variant   781/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 21)
		n1 false (test_time = 19.01)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168188)
	variant   782/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 20)
		n1 false (test_time = 18.7325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157076)
	variant   783/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 19)
		n1 false (test_time = 18.84)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151042)
	variant   784/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 18)
		n1 false (test_time = 18.5242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150056)
	variant   785/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 17)
		n1 false (test_time = 19.3936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143958)
	variant   786/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 16)
		n1 false (test_time = 19.1121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131873)
	variant   787/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 15)
		n1 false (test_time = 19.8184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118887)
	variant   788/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 14)
		n1 false (test_time = 19.5254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115443)
	variant   789/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 13)
		n1 false (test_time = 18.9568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0965312)
	variant   790/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 12)
		n1 false (test_time = 18.7098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0872929)
	variant   791/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 11)
		n1 false (test_time = 18.3288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0789888)
	variant   792/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 10)
		n1 false (test_time = 19.7863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0695179)
	variant   793/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 9)
		n1 false (test_time = 19.0876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0562539)
	variant   794/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 8)
		n1 false (test_time = 19.2208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0506749)
	variant   795/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 7)
		n1 false (test_time = 19.3056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036675)
	variant   796/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 6)
		n1 false (test_time = 19.0151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0299611)
	variant   797/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 5)
		n1 false (test_time = 19.1013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0205011)
	variant   798/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 4)
		n1 false (test_time = 19.291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010622)
	variant   799/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 3)
		n1 false (test_time = 19.0744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   800/57423 = ?(1,a(8426,8174)) ?(2,a(8426,8173)) ?(3,a(8426,8172)) ?(4,a(8426,8139)) ?(5,a(8426,8137)) ?(6,a(8426,8134)) ?(7,a(8426,8133)) ?(8,a(8426,8132)) ?(9,a(8426,8099)) ?(10,a(8426,8097)) ?(11,a(8426,8094)) ?(12,a(8426,8093)) ?(13,a(8426,8092)) ?(14,a(8426,8059)) ?(15,a(8426,8057)) ?(16,a(8426,8054)) ?(17,a(8426,8022)) ?(18,a(8426,8020)) ?(19,a(8426,8017)) ?(20,a(8426,7985)) ?(21,a(8426,7983)) ?(22,a(8426,7980)) ?(23,a(8426,7979)) ?(24,a(8426,7947)) ?(25,a(8426,7945)) ?(26,a(8426,7940)) ?(27,a(8426,7939)) ?(28,a(8426,7937)) ?(29,a(8426,5627)) ?(30,a(8426,4493)) ?(31,a(8426,4388)) ?(32,a(8426,4173)) ?(33,a(8426,3694)) ?(34,a(8426,3629)) ?(35,a(8426,2688)) ?(36,a(8425,8431)) ?(37,a(8425,8430)) ?(38,a(8425,8429)) ?(39,a(8425,8428)) ?(40,a(8425,8426)) ?(41,a(8425,8425)) ?(42,a(8425,8424)) ?(43,a(8425,8391)) ?(44,a(8425,8389)) ?(45,a(8425,8386)) ?(46,a(8425,8385)) ?(47,a(8425,8384)) ?(48,a(8425,8351)) ?(49,a(8425,8349)) ?(50,a(8425,8346))  (7831 tests, cond 2)
		n1 false (test_time = 19.2219)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 535.597)
search: ww_adaptive: found best (time_taken = 0.444091)
	variant   801/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 1)
		n1 false (test_time = 19.4332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.450989)
	variant   802/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 50)
		n1 false (test_time = 18.3962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431374)
	variant   803/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 49)
		n1 false (test_time = 18.646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432839)
	variant   804/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 48)
		n1 false (test_time = 19.0769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464861)
	variant   805/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 47)
		n1 false (test_time = 19.4005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409169)
	variant   806/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 46)
		n1 false (test_time = 18.9785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40405)
	variant   807/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 45)
		n1 false (test_time = 18.7819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398302)
	variant   808/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 44)
		n1 false (test_time = 18.5931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373197)
	variant   809/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 43)
		n1 false (test_time = 18.5451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372742)
	variant   810/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 42)
		n1 false (test_time = 19.8011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372152)
	variant   811/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 41)
		n1 false (test_time = 18.7848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360111)
	variant   812/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 40)
		n1 false (test_time = 18.9589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340543)
	variant   813/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 39)
		n1 false (test_time = 18.6241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342546)
	variant   814/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 38)
		n1 false (test_time = 19.0296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326713)
	variant   815/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 37)
		n1 false (test_time = 19.3456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324246)
	variant   816/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 36)
		n1 false (test_time = 19.3129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334734)
	variant   817/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 35)
		n1 false (test_time = 19.4299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313517)
	variant   818/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 34)
		n1 false (test_time = 18.5793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303732)
	variant   819/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 33)
		n1 false (test_time = 19.3052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297682)
	variant   820/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 32)
		n1 false (test_time = 19.4304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285254)
	variant   821/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 31)
		n1 false (test_time = 19.4187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270567)
	variant   822/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 30)
		n1 false (test_time = 19.8408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274543)
	variant   823/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 29)
		n1 false (test_time = 19.3332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257936)
	variant   824/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 28)
		n1 false (test_time = 19.069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257815)
	variant   825/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 27)
		n1 false (test_time = 19.5814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227527)
	variant   826/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 26)
		n1 false (test_time = 19.3542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229733)
	variant   827/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 25)
		n1 false (test_time = 20.0273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208599)
	variant   828/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 24)
		n1 false (test_time = 20.2307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223598)
	variant   829/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 23)
		n1 false (test_time = 19.5294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189831)
	variant   830/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 22)
		n1 false (test_time = 19.3405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183155)
	variant   831/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 21)
		n1 false (test_time = 19.1647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173114)
	variant   832/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 20)
		n1 false (test_time = 19.6417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170656)
	variant   833/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 19)
		n1 false (test_time = 19.5098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149769)
	variant   834/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 18)
		n1 false (test_time = 19.8946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149364)
	variant   835/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 17)
		n1 false (test_time = 19.938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131128)
	variant   836/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 16)
		n1 false (test_time = 19.2208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129759)
	variant   837/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 15)
		n1 false (test_time = 19.0655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114501)
	variant   838/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 14)
		n1 false (test_time = 19.1874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108835)
	variant   839/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 13)
		n1 false (test_time = 19.059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095937)
	variant   840/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 12)
		n1 false (test_time = 19.389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0884449)
	variant   841/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 11)
		n1 false (test_time = 18.9631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0736611)
	variant   842/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 10)
		n1 false (test_time = 19.346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0682831)
	variant   843/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 9)
		n1 false (test_time = 19.8769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05843)
	variant   844/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 8)
		n1 false (test_time = 19.1104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0493279)
	variant   845/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 7)
		n1 false (test_time = 19.1732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0475631)
	variant   846/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 6)
		n1 false (test_time = 19.8189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0319901)
	variant   847/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 5)
		n1 false (test_time = 18.8256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027837)
	variant   848/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 4)
		n1 false (test_time = 19.5956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100958)
	variant   849/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 3)
		n1 false (test_time = 20.1634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.00272e-05)
	variant   850/57423 = ?(1,a(8425,8345)) ?(2,a(8425,8344)) ?(3,a(8425,8343)) ?(4,a(8425,8342)) ?(5,a(8425,8341)) ?(6,a(8425,8340)) ?(7,a(8425,8339)) ?(8,a(8425,8306)) ?(9,a(8425,8304)) ?(10,a(8425,8301)) ?(11,a(8425,8268)) ?(12,a(8425,8266)) ?(13,a(8425,8263)) ?(14,a(8425,8262)) ?(15,a(8425,8261)) ?(16,a(8425,8260)) ?(17,a(8425,8259)) ?(18,a(8425,8258)) ?(19,a(8425,8225)) ?(20,a(8425,8223)) ?(21,a(8425,8220)) ?(22,a(8425,8219)) ?(23,a(8425,8218)) ?(24,a(8425,8217)) ?(25,a(8425,8216)) ?(26,a(8425,8215)) ?(27,a(8425,8214)) ?(28,a(8425,8213)) ?(29,a(8425,8212)) ?(30,a(8425,8179)) ?(31,a(8425,8177)) ?(32,a(8425,8174)) ?(33,a(8425,8173)) ?(34,a(8425,8172)) ?(35,a(8425,8139)) ?(36,a(8425,8137)) ?(37,a(8425,8134)) ?(38,a(8425,8133)) ?(39,a(8425,8132)) ?(40,a(8425,8099)) ?(41,a(8425,8097)) ?(42,a(8425,8094)) ?(43,a(8425,8093)) ?(44,a(8425,8092)) ?(45,a(8425,8059)) ?(46,a(8425,8057)) ?(47,a(8425,8054)) ?(48,a(8425,8022)) ?(49,a(8425,8020)) ?(50,a(8425,8017))  (7831 tests, cond 2)
		n1 false (test_time = 19.6345)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 530.22)
search: ww_adaptive: found best (time_taken = 0.453071)
	variant   851/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 1)
		n1 false (test_time = 19.3214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438881)
	variant   852/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 50)
		n1 false (test_time = 18.5523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44664)
	variant   853/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 49)
		n1 false (test_time = 20.3081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436779)
	variant   854/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 48)
		n1 false (test_time = 18.7613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418229)
	variant   855/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 47)
		n1 false (test_time = 19.8079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416938)
	variant   856/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 46)
		n1 false (test_time = 18.9722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407428)
	variant   857/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 45)
		n1 false (test_time = 18.5643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384844)
	variant   858/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 44)
		n1 false (test_time = 19.4589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404998)
	variant   859/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 43)
		n1 false (test_time = 18.4129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366969)
	variant   860/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 42)
		n1 false (test_time = 19.2482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383052)
	variant   861/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 41)
		n1 false (test_time = 18.5474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.55246)
	variant   862/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 40)
		n1 false (test_time = 18.557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345794)
	variant   863/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 39)
		n1 false (test_time = 19.0008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341085)
	variant   864/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 38)
		n1 false (test_time = 18.8828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356509)
	variant   865/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 37)
		n1 false (test_time = 18.4601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318295)
	variant   866/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 36)
		n1 false (test_time = 18.9626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314424)
	variant   867/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 35)
		n1 false (test_time = 18.191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292395)
	variant   868/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 34)
		n1 false (test_time = 19.2359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295021)
	variant   869/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 33)
		n1 false (test_time = 19.4034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283271)
	variant   870/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 32)
		n1 false (test_time = 18.564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265158)
	variant   871/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 31)
		n1 false (test_time = 18.7916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259246)
	variant   872/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 30)
		n1 false (test_time = 18.6417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252571)
	variant   873/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 29)
		n1 false (test_time = 18.697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247882)
	variant   874/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 28)
		n1 false (test_time = 18.9598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238188)
	variant   875/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 27)
		n1 false (test_time = 18.2464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221764)
	variant   876/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 26)
		n1 false (test_time = 18.4864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211077)
	variant   877/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 25)
		n1 false (test_time = 18.8825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204055)
	variant   878/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 24)
		n1 false (test_time = 18.6535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192758)
	variant   879/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 23)
		n1 false (test_time = 18.3538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188468)
	variant   880/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 22)
		n1 false (test_time = 19.1598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177807)
	variant   881/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 21)
		n1 false (test_time = 18.5824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173076)
	variant   882/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 20)
		n1 false (test_time = 18.721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155962)
	variant   883/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 19)
		n1 false (test_time = 19.0826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147201)
	variant   884/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 18)
		n1 false (test_time = 19.1673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137835)
	variant   885/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 17)
		n1 false (test_time = 18.743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1287)
	variant   886/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 16)
		n1 false (test_time = 18.6677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122752)
	variant   887/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 15)
		n1 false (test_time = 19.6703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122273)
	variant   888/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 14)
		n1 false (test_time = 18.574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1028)
	variant   889/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 13)
		n1 false (test_time = 18.5959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093405)
	variant   890/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 12)
		n1 false (test_time = 18.4632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0835941)
	variant   891/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 11)
		n1 false (test_time = 18.2858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.080687)
	variant   892/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 10)
		n1 false (test_time = 18.5192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068522)
	variant   893/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 9)
		n1 false (test_time = 18.8369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.059648)
	variant   894/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 8)
		n1 false (test_time = 19.41)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047755)
	variant   895/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 7)
		n1 false (test_time = 18.5708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0394781)
	variant   896/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 6)
		n1 false (test_time = 18.5271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0278239)
	variant   897/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 5)
		n1 false (test_time = 18.4905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.021908)
	variant   898/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 4)
		n1 false (test_time = 18.7243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0104799)
	variant   899/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 3)
		n1 false (test_time = 18.5641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.50204e-05)
	variant   900/57423 = ?(1,a(8425,7985)) ?(2,a(8425,7983)) ?(3,a(8425,7980)) ?(4,a(8425,7979)) ?(5,a(8425,7947)) ?(6,a(8425,7945)) ?(7,a(8425,7940)) ?(8,a(8425,7939)) ?(9,a(8425,7937)) ?(10,a(8425,4493)) ?(11,a(8425,4388)) ?(12,a(8425,4173)) ?(13,a(8425,3694)) ?(14,a(8425,3629)) ?(15,a(8425,2688)) ?(16,a(8424,8431)) ?(17,a(8424,8430)) ?(18,a(8424,8429)) ?(19,a(8424,8428)) ?(20,a(8424,8426)) ?(21,a(8424,8425)) ?(22,a(8424,8424)) ?(23,a(8424,8391)) ?(24,a(8424,8389)) ?(25,a(8424,8386)) ?(26,a(8424,8385)) ?(27,a(8424,8384)) ?(28,a(8424,8351)) ?(29,a(8424,8349)) ?(30,a(8424,8346)) ?(31,a(8424,8345)) ?(32,a(8424,8344)) ?(33,a(8424,8343)) ?(34,a(8424,8342)) ?(35,a(8424,8341)) ?(36,a(8424,8340)) ?(37,a(8424,8339)) ?(38,a(8424,8306)) ?(39,a(8424,8304)) ?(40,a(8424,8301)) ?(41,a(8424,8268)) ?(42,a(8424,8266)) ?(43,a(8424,8263)) ?(44,a(8424,8262)) ?(45,a(8424,8261)) ?(46,a(8424,8260)) ?(47,a(8424,8259)) ?(48,a(8424,8258)) ?(49,a(8424,8225)) ?(50,a(8424,8223))  (7831 tests, cond 2)
		n1 false (test_time = 18.7535)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.803)
search: ww_adaptive: found best (time_taken = 0.452166)
	variant   901/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 1)
		n1 false (test_time = 17.9335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44158)
	variant   902/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 50)
		n1 false (test_time = 17.005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434073)
	variant   903/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 49)
		n1 false (test_time = 18.1091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442214)
	variant   904/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 48)
		n1 false (test_time = 17.8935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429286)
	variant   905/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 47)
		n1 false (test_time = 17.4888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411092)
	variant   906/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 46)
		n1 false (test_time = 17.3895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393963)
	variant   907/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 45)
		n1 false (test_time = 17.0293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387277)
	variant   908/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 44)
		n1 false (test_time = 16.7665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379326)
	variant   909/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 43)
		n1 false (test_time = 17.1946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376774)
	variant   910/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 42)
		n1 false (test_time = 17.7463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354661)
	variant   911/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 41)
		n1 false (test_time = 16.8583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34922)
	variant   912/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 40)
		n1 false (test_time = 16.9512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345515)
	variant   913/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 39)
		n1 false (test_time = 18.1298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334795)
	variant   914/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 38)
		n1 false (test_time = 17.0769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321336)
	variant   915/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 37)
		n1 false (test_time = 17.3734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336613)
	variant   916/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 36)
		n1 false (test_time = 17.5102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313951)
	variant   917/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 35)
		n1 false (test_time = 17.7627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295022)
	variant   918/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 34)
		n1 false (test_time = 16.937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282025)
	variant   919/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 33)
		n1 false (test_time = 17.2062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282016)
	variant   920/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 32)
		n1 false (test_time = 18.249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273565)
	variant   921/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 31)
		n1 false (test_time = 17.3174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251291)
	variant   922/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 30)
		n1 false (test_time = 16.8388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243499)
	variant   923/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 29)
		n1 false (test_time = 17.5164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240759)
	variant   924/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 28)
		n1 false (test_time = 17.0578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232762)
	variant   925/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 27)
		n1 false (test_time = 17.5925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237264)
	variant   926/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 26)
		n1 false (test_time = 17.3116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215535)
	variant   927/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 25)
		n1 false (test_time = 17.3338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200345)
	variant   928/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 24)
		n1 false (test_time = 16.7946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204256)
	variant   929/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 23)
		n1 false (test_time = 17.6854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188705)
	variant   930/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 22)
		n1 false (test_time = 16.8612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175997)
	variant   931/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 21)
		n1 false (test_time = 17.3785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163711)
	variant   932/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 20)
		n1 false (test_time = 17.4361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157545)
	variant   933/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 19)
		n1 false (test_time = 16.9718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151207)
	variant   934/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 18)
		n1 false (test_time = 17.0031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136938)
	variant   935/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 17)
		n1 false (test_time = 17.0849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131965)
	variant   936/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 16)
		n1 false (test_time = 18.0347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125975)
	variant   937/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 15)
		n1 false (test_time = 17.6774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109707)
	variant   938/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 14)
		n1 false (test_time = 16.874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106119)
	variant   939/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 13)
		n1 false (test_time = 17.7756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0974519)
	variant   940/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 12)
		n1 false (test_time = 16.8872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0910211)
	variant   941/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 11)
		n1 false (test_time = 17.6137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0753319)
	variant   942/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 10)
		n1 false (test_time = 17.3666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.069443)
	variant   943/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 9)
		n1 false (test_time = 17.4541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0553331)
	variant   944/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 8)
		n1 false (test_time = 17.2788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0508592)
	variant   945/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 7)
		n1 false (test_time = 17.0975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0369551)
	variant   946/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 6)
		n1 false (test_time = 17.3809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.034029)
	variant   947/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 5)
		n1 false (test_time = 17.0503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190868)
	variant   948/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 4)
		n1 false (test_time = 17.2787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.012958)
	variant   949/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 3)
		n1 false (test_time = 17.1172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant   950/57423 = ?(1,a(8424,8220)) ?(2,a(8424,8219)) ?(3,a(8424,8218)) ?(4,a(8424,8217)) ?(5,a(8424,8216)) ?(6,a(8424,8215)) ?(7,a(8424,8214)) ?(8,a(8424,8213)) ?(9,a(8424,8212)) ?(10,a(8424,8179)) ?(11,a(8424,8177)) ?(12,a(8424,8174)) ?(13,a(8424,8173)) ?(14,a(8424,8172)) ?(15,a(8424,8139)) ?(16,a(8424,8137)) ?(17,a(8424,8134)) ?(18,a(8424,8133)) ?(19,a(8424,8132)) ?(20,a(8424,8099)) ?(21,a(8424,8097)) ?(22,a(8424,8094)) ?(23,a(8424,8093)) ?(24,a(8424,8092)) ?(25,a(8424,8059)) ?(26,a(8424,8057)) ?(27,a(8424,8054)) ?(28,a(8424,8022)) ?(29,a(8424,8020)) ?(30,a(8424,8017)) ?(31,a(8424,7985)) ?(32,a(8424,7983)) ?(33,a(8424,7980)) ?(34,a(8424,7979)) ?(35,a(8424,7947)) ?(36,a(8424,7945)) ?(37,a(8424,7940)) ?(38,a(8424,7939)) ?(39,a(8424,7937)) ?(40,a(8424,4493)) ?(41,a(8424,4388)) ?(42,a(8424,4173)) ?(43,a(8424,3694)) ?(44,a(8424,3629)) ?(45,a(8424,2688)) ?(46,a(8423,8431)) ?(47,a(8423,8430)) ?(48,a(8423,8429)) ?(49,a(8423,8428)) ?(50,a(8423,8426))  (7831 tests, cond 2)
		n1 false (test_time = 17.3518)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.697)
search: ww_adaptive: found best (time_taken = 0.460139)
	variant   951/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 1)
		n1 false (test_time = 17.7685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44403)
	variant   952/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 50)
		n1 false (test_time = 17.2615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44611)
	variant   953/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 49)
		n1 false (test_time = 17.343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425497)
	variant   954/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 48)
		n1 false (test_time = 17.9461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43259)
	variant   955/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 47)
		n1 false (test_time = 17.4521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406779)
	variant   956/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 46)
		n1 false (test_time = 17.5862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416576)
	variant   957/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 45)
		n1 false (test_time = 17.988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399275)
	variant   958/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 44)
		n1 false (test_time = 17.6733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398803)
	variant   959/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 43)
		n1 false (test_time = 16.9358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367032)
	variant   960/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 42)
		n1 false (test_time = 17.4069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39725)
	variant   961/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 41)
		n1 false (test_time = 17.0873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354004)
	variant   962/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 40)
		n1 false (test_time = 17.5375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344147)
	variant   963/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 39)
		n1 false (test_time = 17.2139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335782)
	variant   964/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 38)
		n1 false (test_time = 17.4106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325675)
	variant   965/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 37)
		n1 false (test_time = 16.8201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312125)
	variant   966/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 36)
		n1 false (test_time = 16.9764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328951)
	variant   967/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 35)
		n1 false (test_time = 17.8298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295055)
	variant   968/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 34)
		n1 false (test_time = 17.1699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299483)
	variant   969/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 33)
		n1 false (test_time = 17.0003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271166)
	variant   970/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 32)
		n1 false (test_time = 17.514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278942)
	variant   971/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 31)
		n1 false (test_time = 17.4606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264065)
	variant   972/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 30)
		n1 false (test_time = 17.3556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250828)
	variant   973/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 29)
		n1 false (test_time = 17.3742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240048)
	variant   974/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 28)
		n1 false (test_time = 17.7248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253842)
	variant   975/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 27)
		n1 false (test_time = 16.973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216874)
	variant   976/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 26)
		n1 false (test_time = 17.3721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222123)
	variant   977/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 25)
		n1 false (test_time = 17.1093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200704)
	variant   978/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 24)
		n1 false (test_time = 16.8683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204484)
	variant   979/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 23)
		n1 false (test_time = 17.0201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183041)
	variant   980/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 22)
		n1 false (test_time = 17.2046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176452)
	variant   981/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 21)
		n1 false (test_time = 17.676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176728)
	variant   982/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 20)
		n1 false (test_time = 17.4765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163224)
	variant   983/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 19)
		n1 false (test_time = 17.9609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158793)
	variant   984/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 18)
		n1 false (test_time = 17.3322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145439)
	variant   985/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 17)
		n1 false (test_time = 17.3272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128563)
	variant   986/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 16)
		n1 false (test_time = 17.6373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125805)
	variant   987/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 15)
		n1 false (test_time = 17.1429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120703)
	variant   988/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 14)
		n1 false (test_time = 17.8177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106891)
	variant   989/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 13)
		n1 false (test_time = 16.935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0905321)
	variant   990/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 12)
		n1 false (test_time = 17.4028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.084547)
	variant   991/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 11)
		n1 false (test_time = 17.6491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0774529)
	variant   992/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 10)
		n1 false (test_time = 17.4299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0691891)
	variant   993/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 9)
		n1 false (test_time = 17.142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.062063)
	variant   994/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 8)
		n1 false (test_time = 16.916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0479391)
	variant   995/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 7)
		n1 false (test_time = 16.9665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037576)
	variant   996/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 6)
		n1 false (test_time = 17.101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0299571)
	variant   997/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 5)
		n1 false (test_time = 17.4452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0184319)
	variant   998/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 4)
		n1 false (test_time = 17.2679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0134089)
	variant   999/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 3)
		n1 false (test_time = 17.2279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1000/57423 = ?(1,a(8423,8425)) ?(2,a(8423,8424)) ?(3,a(8423,8423)) ?(4,a(8423,8422)) ?(5,a(8423,8421)) ?(6,a(8423,8420)) ?(7,a(8423,8419)) ?(8,a(8423,8418)) ?(9,a(8423,8417)) ?(10,a(8423,8416)) ?(11,a(8423,8415)) ?(12,a(8423,8414)) ?(13,a(8423,8413)) ?(14,a(8423,8412)) ?(15,a(8423,8411)) ?(16,a(8423,8410)) ?(17,a(8423,8409)) ?(18,a(8423,8408)) ?(19,a(8423,8407)) ?(20,a(8423,8406)) ?(21,a(8423,8405)) ?(22,a(8423,8404)) ?(23,a(8423,8403)) ?(24,a(8423,8402)) ?(25,a(8423,8401)) ?(26,a(8423,8400)) ?(27,a(8423,8399)) ?(28,a(8423,8398)) ?(29,a(8423,8397)) ?(30,a(8423,8395)) ?(31,a(8423,8394)) ?(32,a(8423,8393)) ?(33,a(8423,8392)) ?(34,a(8423,8391)) ?(35,a(8423,8390)) ?(36,a(8423,8389)) ?(37,a(8423,8386)) ?(38,a(8423,8385)) ?(39,a(8423,8384)) ?(40,a(8423,8382)) ?(41,a(8423,8356)) ?(42,a(8423,8352)) ?(43,a(8423,8351)) ?(44,a(8423,8350)) ?(45,a(8423,8349)) ?(46,a(8423,8346)) ?(47,a(8423,8345)) ?(48,a(8423,8344)) ?(49,a(8423,8343)) ?(50,a(8423,8342))  (7831 tests, cond 2)
		n1 false (test_time = 17.5372)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 529.392)
search: ww_adaptive: found best (time_taken = 0.444236)
	variant  1001/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 1)
		n1 false (test_time = 17.9472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.479461)
	variant  1002/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 50)
		n1 false (test_time = 17.7984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462553)
	variant  1003/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 49)
		n1 false (test_time = 17.1802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423533)
	variant  1004/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 48)
		n1 false (test_time = 18.2525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438013)
	variant  1005/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 47)
		n1 false (test_time = 17.3199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404268)
	variant  1006/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 46)
		n1 false (test_time = 17.5648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410668)
	variant  1007/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 45)
		n1 false (test_time = 17.328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388539)
	variant  1008/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 44)
		n1 false (test_time = 17.4249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388104)
	variant  1009/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 43)
		n1 false (test_time = 17.5015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389777)
	variant  1010/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 42)
		n1 false (test_time = 17.2973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373982)
	variant  1011/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 41)
		n1 false (test_time = 18.8362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370208)
	variant  1012/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 40)
		n1 false (test_time = 17.3451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346351)
	variant  1013/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 39)
		n1 false (test_time = 17.4562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33761)
	variant  1014/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 38)
		n1 false (test_time = 17.3335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328238)
	variant  1015/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 37)
		n1 false (test_time = 17.3255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315454)
	variant  1016/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 36)
		n1 false (test_time = 17.3414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316361)
	variant  1017/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 35)
		n1 false (test_time = 17.7425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298746)
	variant  1018/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 34)
		n1 false (test_time = 17.4985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290465)
	variant  1019/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 33)
		n1 false (test_time = 17.8368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273206)
	variant  1020/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 32)
		n1 false (test_time = 18.2514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282603)
	variant  1021/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 31)
		n1 false (test_time = 18.6419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2713)
	variant  1022/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 30)
		n1 false (test_time = 18.5236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261069)
	variant  1023/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 29)
		n1 false (test_time = 18.3364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25245)
	variant  1024/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 28)
		n1 false (test_time = 18.9)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231024)
	variant  1025/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 27)
		n1 false (test_time = 17.6511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227083)
	variant  1026/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 26)
		n1 false (test_time = 17.4747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224499)
	variant  1027/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 25)
		n1 false (test_time = 18.201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212643)
	variant  1028/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 24)
		n1 false (test_time = 18.0629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205181)
	variant  1029/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 23)
		n1 false (test_time = 17.4839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188227)
	variant  1030/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 22)
		n1 false (test_time = 17.4003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190005)
	variant  1031/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 21)
		n1 false (test_time = 17.1846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168923)
	variant  1032/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 20)
		n1 false (test_time = 17.1622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160324)
	variant  1033/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 19)
		n1 false (test_time = 17.1101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157642)
	variant  1034/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 18)
		n1 false (test_time = 17.2354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140583)
	variant  1035/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 17)
		n1 false (test_time = 17.2063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137106)
	variant  1036/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 16)
		n1 false (test_time = 17.3367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124392)
	variant  1037/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 15)
		n1 false (test_time = 17.554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112426)
	variant  1038/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 14)
		n1 false (test_time = 17.3682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10066)
	variant  1039/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 13)
		n1 false (test_time = 17.3266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0924869)
	variant  1040/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 12)
		n1 false (test_time = 17.5088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0861981)
	variant  1041/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 11)
		n1 false (test_time = 17.8979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.074203)
	variant  1042/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 10)
		n1 false (test_time = 17.0839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0697441)
	variant  1043/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 9)
		n1 false (test_time = 17.6405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.062319)
	variant  1044/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 8)
		n1 false (test_time = 17.6656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0462539)
	variant  1045/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 7)
		n1 false (test_time = 17.1487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0381689)
	variant  1046/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 6)
		n1 false (test_time = 17.2902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027848)
	variant  1047/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 5)
		n1 false (test_time = 17.6436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0187871)
	variant  1048/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 4)
		n1 false (test_time = 17.1876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0105691)
	variant  1049/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 3)
		n1 false (test_time = 17.8353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.50204e-05)
	variant  1050/57423 = ?(1,a(8423,8341)) ?(2,a(8423,8340)) ?(3,a(8423,8339)) ?(4,a(8423,8337)) ?(5,a(8423,8307)) ?(6,a(8423,8306)) ?(7,a(8423,8305)) ?(8,a(8423,8304)) ?(9,a(8423,8301)) ?(10,a(8423,8299)) ?(11,a(8423,8269)) ?(12,a(8423,8268)) ?(13,a(8423,8267)) ?(14,a(8423,8266)) ?(15,a(8423,8263)) ?(16,a(8423,8262)) ?(17,a(8423,8261)) ?(18,a(8423,8260)) ?(19,a(8423,8259)) ?(20,a(8423,8258)) ?(21,a(8423,8256)) ?(22,a(8423,8226)) ?(23,a(8423,8225)) ?(24,a(8423,8224)) ?(25,a(8423,8223)) ?(26,a(8423,8220)) ?(27,a(8423,8219)) ?(28,a(8423,8218)) ?(29,a(8423,8217)) ?(30,a(8423,8216)) ?(31,a(8423,8215)) ?(32,a(8423,8214)) ?(33,a(8423,8213)) ?(34,a(8423,8212)) ?(35,a(8423,8210)) ?(36,a(8423,8180)) ?(37,a(8423,8179)) ?(38,a(8423,8178)) ?(39,a(8423,8177)) ?(40,a(8423,8174)) ?(41,a(8423,8173)) ?(42,a(8423,8172)) ?(43,a(8423,8170)) ?(44,a(8423,8140)) ?(45,a(8423,8139)) ?(46,a(8423,8138)) ?(47,a(8423,8137)) ?(48,a(8423,8134)) ?(49,a(8423,8133)) ?(50,a(8423,8132))  (7831 tests, cond 2)
		n1 false (test_time = 17.6441)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 517.88)
search: ww_adaptive: found best (time_taken = 0.445302)
	variant  1051/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 1)
		n1 false (test_time = 18.0103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444962)
	variant  1052/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 50)
		n1 false (test_time = 17.048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441691)
	variant  1053/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 49)
		n1 false (test_time = 17.0891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420641)
	variant  1054/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 48)
		n1 false (test_time = 17.4216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413682)
	variant  1055/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 47)
		n1 false (test_time = 17.3301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407241)
	variant  1056/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 46)
		n1 false (test_time = 17.2532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403882)
	variant  1057/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 45)
		n1 false (test_time = 17.1726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383717)
	variant  1058/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 44)
		n1 false (test_time = 17.5391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380181)
	variant  1059/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 43)
		n1 false (test_time = 17.3928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38025)
	variant  1060/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 42)
		n1 false (test_time = 17.9683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356966)
	variant  1061/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 41)
		n1 false (test_time = 18.1029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363967)
	variant  1062/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 40)
		n1 false (test_time = 17.229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346105)
	variant  1063/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 39)
		n1 false (test_time = 17.5378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339307)
	variant  1064/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 38)
		n1 false (test_time = 17.3647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358978)
	variant  1065/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.3387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333951)
	variant  1066/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 36)
		n1 false (test_time = 17.9666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310967)
	variant  1067/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 35)
		n1 false (test_time = 17.4132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295697)
	variant  1068/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 34)
		n1 false (test_time = 18.2019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293038)
	variant  1069/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 33)
		n1 false (test_time = 17.8744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292985)
	variant  1070/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 32)
		n1 false (test_time = 17.4934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284583)
	variant  1071/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 31)
		n1 false (test_time = 17.7654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29387)
	variant  1072/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 30)
		n1 false (test_time = 17.5838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254782)
	variant  1073/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 29)
		n1 false (test_time = 17.8077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257763)
	variant  1074/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 28)
		n1 false (test_time = 18.6976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245468)
	variant  1075/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 27)
		n1 false (test_time = 17.5796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23703)
	variant  1076/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 26)
		n1 false (test_time = 17.507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221602)
	variant  1077/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 25)
		n1 false (test_time = 18.0483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217493)
	variant  1078/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 24)
		n1 false (test_time = 17.5468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208797)
	variant  1079/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 23)
		n1 false (test_time = 17.3565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199185)
	variant  1080/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 22)
		n1 false (test_time = 18.1762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199725)
	variant  1081/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 21)
		n1 false (test_time = 18.5896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185059)
	variant  1082/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 20)
		n1 false (test_time = 18.0678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16964)
	variant  1083/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 19)
		n1 false (test_time = 17.7077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154241)
	variant  1084/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 18)
		n1 false (test_time = 17.7924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142922)
	variant  1085/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 17)
		n1 false (test_time = 18.1575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131271)
	variant  1086/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 16)
		n1 false (test_time = 17.6532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12252)
	variant  1087/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 15)
		n1 false (test_time = 18.1235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114892)
	variant  1088/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 14)
		n1 false (test_time = 17.7994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103976)
	variant  1089/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 13)
		n1 false (test_time = 18.1345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0994802)
	variant  1090/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 12)
		n1 false (test_time = 18.3793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083257)
	variant  1091/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 11)
		n1 false (test_time = 17.9473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0793791)
	variant  1092/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 10)
		n1 false (test_time = 18.0268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0697851)
	variant  1093/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 9)
		n1 false (test_time = 17.947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057322)
	variant  1094/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 8)
		n1 false (test_time = 17.6351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0479262)
	variant  1095/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 7)
		n1 false (test_time = 17.8197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0399399)
	variant  1096/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 6)
		n1 false (test_time = 17.5289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0321321)
	variant  1097/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 5)
		n1 false (test_time = 18.7011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02068)
	variant  1098/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.7897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0105329)
	variant  1099/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 3)
		n1 false (test_time = 18.4724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.00136e-05)
	variant  1100/57423 = ?(1,a(8423,8130)) ?(2,a(8423,8100)) ?(3,a(8423,8099)) ?(4,a(8423,8098)) ?(5,a(8423,8097)) ?(6,a(8423,8094)) ?(7,a(8423,8093)) ?(8,a(8423,8092)) ?(9,a(8423,8090)) ?(10,a(8423,8060)) ?(11,a(8423,8059)) ?(12,a(8423,8058)) ?(13,a(8423,8057)) ?(14,a(8423,8054)) ?(15,a(8423,8053)) ?(16,a(8423,8023)) ?(17,a(8423,8022)) ?(18,a(8423,8021)) ?(19,a(8423,8020)) ?(20,a(8423,8017)) ?(21,a(8423,8016)) ?(22,a(8423,7986)) ?(23,a(8423,7985)) ?(24,a(8423,7984)) ?(25,a(8423,7983)) ?(26,a(8423,7980)) ?(27,a(8423,7979)) ?(28,a(8423,7978)) ?(29,a(8423,7948)) ?(30,a(8423,7947)) ?(31,a(8423,7946)) ?(32,a(8423,7945)) ?(33,a(8423,7940)) ?(34,a(8423,7939)) ?(35,a(8423,7937)) ?(36,a(8423,4493)) ?(37,a(8423,4388)) ?(38,a(8423,4173)) ?(39,a(8423,3694)) ?(40,a(8423,3629)) ?(41,a(8423,2688)) ?(42,a(8422,8431)) ?(43,a(8422,8430)) ?(44,a(8422,8429)) ?(45,a(8422,8428)) ?(46,a(8422,8426)) ?(47,a(8422,8425)) ?(48,a(8422,8424)) ?(49,a(8422,8391)) ?(50,a(8422,8389))  (7831 tests, cond 2)
		n1 false (test_time = 17.8514)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 531.2)
search: ww_adaptive: found best (time_taken = 0.455257)
	variant  1101/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 1)
		n1 false (test_time = 18.3519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443705)
	variant  1102/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 50)
		n1 false (test_time = 17.5143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.480478)
	variant  1103/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 49)
		n1 false (test_time = 18.2654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424794)
	variant  1104/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 48)
		n1 false (test_time = 17.208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446907)
	variant  1105/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 47)
		n1 false (test_time = 17.4879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401855)
	variant  1106/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 46)
		n1 false (test_time = 17.3125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401091)
	variant  1107/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 45)
		n1 false (test_time = 17.4542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386489)
	variant  1108/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 44)
		n1 false (test_time = 17.4615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43809)
	variant  1109/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 43)
		n1 false (test_time = 17.5456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39395)
	variant  1110/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 42)
		n1 false (test_time = 17.5562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369866)
	variant  1111/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 41)
		n1 false (test_time = 17.539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353142)
	variant  1112/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 40)
		n1 false (test_time = 17.6927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365856)
	variant  1113/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 39)
		n1 false (test_time = 17.6677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333324)
	variant  1114/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 38)
		n1 false (test_time = 17.1068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332917)
	variant  1115/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 37)
		n1 false (test_time = 17.3913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314876)
	variant  1116/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 36)
		n1 false (test_time = 17.876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337322)
	variant  1117/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 35)
		n1 false (test_time = 17.851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303562)
	variant  1118/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 34)
		n1 false (test_time = 17.2501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304074)
	variant  1119/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 33)
		n1 false (test_time = 17.2147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284919)
	variant  1120/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 32)
		n1 false (test_time = 17.5342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267778)
	variant  1121/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 31)
		n1 false (test_time = 17.2621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270311)
	variant  1122/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 30)
		n1 false (test_time = 17.5644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274581)
	variant  1123/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 29)
		n1 false (test_time = 18.4269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237697)
	variant  1124/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 28)
		n1 false (test_time = 17.5107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231273)
	variant  1125/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 27)
		n1 false (test_time = 17.5943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218987)
	variant  1126/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 26)
		n1 false (test_time = 18.1527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222351)
	variant  1127/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 25)
		n1 false (test_time = 17.4795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215883)
	variant  1128/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 24)
		n1 false (test_time = 17.5567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193109)
	variant  1129/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 23)
		n1 false (test_time = 17.7175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193445)
	variant  1130/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 22)
		n1 false (test_time = 17.5163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182855)
	variant  1131/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 21)
		n1 false (test_time = 17.4819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18129)
	variant  1132/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 20)
		n1 false (test_time = 17.9128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175142)
	variant  1133/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 19)
		n1 false (test_time = 17.968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162424)
	variant  1134/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 18)
		n1 false (test_time = 17.7328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141449)
	variant  1135/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 17)
		n1 false (test_time = 17.1691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134198)
	variant  1136/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 16)
		n1 false (test_time = 18.274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120809)
	variant  1137/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 15)
		n1 false (test_time = 17.4131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110059)
	variant  1138/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 14)
		n1 false (test_time = 17.4148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101317)
	variant  1139/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 13)
		n1 false (test_time = 18.1687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09413)
	variant  1140/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 12)
		n1 false (test_time = 17.5144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0893228)
	variant  1141/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 11)
		n1 false (test_time = 17.6293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0772772)
	variant  1142/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 10)
		n1 false (test_time = 17.943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.074101)
	variant  1143/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 9)
		n1 false (test_time = 17.8876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0561821)
	variant  1144/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 8)
		n1 false (test_time = 17.6452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046211)
	variant  1145/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 7)
		n1 false (test_time = 17.3529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0417829)
	variant  1146/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 6)
		n1 false (test_time = 17.8775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0317101)
	variant  1147/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 5)
		n1 false (test_time = 17.5566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0193689)
	variant  1148/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 4)
		n1 false (test_time = 17.6245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102661)
	variant  1149/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 3)
		n1 false (test_time = 18.145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.5974e-05)
	variant  1150/57423 = ?(1,a(8422,8386)) ?(2,a(8422,8385)) ?(3,a(8422,8384)) ?(4,a(8422,8351)) ?(5,a(8422,8349)) ?(6,a(8422,8346)) ?(7,a(8422,8345)) ?(8,a(8422,8344)) ?(9,a(8422,8343)) ?(10,a(8422,8342)) ?(11,a(8422,8341)) ?(12,a(8422,8340)) ?(13,a(8422,8339)) ?(14,a(8422,8306)) ?(15,a(8422,8304)) ?(16,a(8422,8301)) ?(17,a(8422,8268)) ?(18,a(8422,8266)) ?(19,a(8422,8263)) ?(20,a(8422,8262)) ?(21,a(8422,8261)) ?(22,a(8422,8260)) ?(23,a(8422,8259)) ?(24,a(8422,8258)) ?(25,a(8422,8225)) ?(26,a(8422,8223)) ?(27,a(8422,8220)) ?(28,a(8422,8219)) ?(29,a(8422,8218)) ?(30,a(8422,8217)) ?(31,a(8422,8216)) ?(32,a(8422,8215)) ?(33,a(8422,8214)) ?(34,a(8422,8213)) ?(35,a(8422,8212)) ?(36,a(8422,8179)) ?(37,a(8422,8177)) ?(38,a(8422,8174)) ?(39,a(8422,8173)) ?(40,a(8422,8172)) ?(41,a(8422,8139)) ?(42,a(8422,8137)) ?(43,a(8422,8134)) ?(44,a(8422,8133)) ?(45,a(8422,8132)) ?(46,a(8422,8099)) ?(47,a(8422,8097)) ?(48,a(8422,8094)) ?(49,a(8422,8093)) ?(50,a(8422,8092))  (7831 tests, cond 2)
		n1 false (test_time = 19.6994)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.453)
search: ww_adaptive: found best (time_taken = 0.460224)
	variant  1151/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 1)
		n1 false (test_time = 18.399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453675)
	variant  1152/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 50)
		n1 false (test_time = 18.5423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442749)
	variant  1153/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 49)
		n1 false (test_time = 18.0445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451923)
	variant  1154/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 48)
		n1 false (test_time = 18.1412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420844)
	variant  1155/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 47)
		n1 false (test_time = 17.6387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415001)
	variant  1156/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 46)
		n1 false (test_time = 17.0966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402316)
	variant  1157/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 45)
		n1 false (test_time = 17.1952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398007)
	variant  1158/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 44)
		n1 false (test_time = 17.2929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379876)
	variant  1159/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 43)
		n1 false (test_time = 17.1694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421362)
	variant  1160/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 42)
		n1 false (test_time = 17.0502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356197)
	variant  1161/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 41)
		n1 false (test_time = 17.2074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385582)
	variant  1162/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 40)
		n1 false (test_time = 17.4781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344385)
	variant  1163/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 39)
		n1 false (test_time = 17.6554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330711)
	variant  1164/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 38)
		n1 false (test_time = 17.3278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318994)
	variant  1165/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 37)
		n1 false (test_time = 17.4933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317329)
	variant  1166/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 36)
		n1 false (test_time = 17.3239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310839)
	variant  1167/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 35)
		n1 false (test_time = 17.2028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316448)
	variant  1168/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 34)
		n1 false (test_time = 17.4272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283716)
	variant  1169/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 33)
		n1 false (test_time = 17.8533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29196)
	variant  1170/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 32)
		n1 false (test_time = 17.1706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266429)
	variant  1171/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 31)
		n1 false (test_time = 17.1627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253343)
	variant  1172/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 30)
		n1 false (test_time = 17.1443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257446)
	variant  1173/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 29)
		n1 false (test_time = 17.676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249292)
	variant  1174/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 28)
		n1 false (test_time = 17.3967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243772)
	variant  1175/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 27)
		n1 false (test_time = 17.2734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228694)
	variant  1176/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 26)
		n1 false (test_time = 17.3911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221706)
	variant  1177/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 25)
		n1 false (test_time = 17.3043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208634)
	variant  1178/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 24)
		n1 false (test_time = 17.3553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207656)
	variant  1179/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 23)
		n1 false (test_time = 17.76)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186037)
	variant  1180/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 22)
		n1 false (test_time = 17.4719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177945)
	variant  1181/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 21)
		n1 false (test_time = 18.1855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176261)
	variant  1182/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 20)
		n1 false (test_time = 16.9818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164542)
	variant  1183/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 19)
		n1 false (test_time = 18.204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154507)
	variant  1184/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 18)
		n1 false (test_time = 17.0642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151254)
	variant  1185/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 17)
		n1 false (test_time = 17.2205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127446)
	variant  1186/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 16)
		n1 false (test_time = 17.7249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126353)
	variant  1187/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 15)
		n1 false (test_time = 18.5773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11877)
	variant  1188/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 14)
		n1 false (test_time = 17.2384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117107)
	variant  1189/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 13)
		n1 false (test_time = 17.7396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0919211)
	variant  1190/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 12)
		n1 false (test_time = 17.345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0842459)
	variant  1191/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 11)
		n1 false (test_time = 17.563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0787489)
	variant  1192/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 10)
		n1 false (test_time = 17.6013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.07005)
	variant  1193/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 9)
		n1 false (test_time = 17.6395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.059845)
	variant  1194/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 8)
		n1 false (test_time = 17.911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048455)
	variant  1195/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 7)
		n1 false (test_time = 17.4023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0387571)
	variant  1196/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 6)
		n1 false (test_time = 17.8877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0277469)
	variant  1197/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 5)
		n1 false (test_time = 17.8467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0208781)
	variant  1198/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 4)
		n1 false (test_time = 17.7467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0120099)
	variant  1199/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 3)
		n1 false (test_time = 18.248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1200/57423 = ?(1,a(8422,8059)) ?(2,a(8422,8057)) ?(3,a(8422,8054)) ?(4,a(8422,8022)) ?(5,a(8422,8020)) ?(6,a(8422,8017)) ?(7,a(8422,7985)) ?(8,a(8422,7983)) ?(9,a(8422,7980)) ?(10,a(8422,7979)) ?(11,a(8422,7947)) ?(12,a(8422,7945)) ?(13,a(8422,7940)) ?(14,a(8422,7939)) ?(15,a(8422,7937)) ?(16,a(8422,4493)) ?(17,a(8422,4388)) ?(18,a(8422,4173)) ?(19,a(8422,3694)) ?(20,a(8422,3629)) ?(21,a(8422,2688)) ?(22,a(8421,8431)) ?(23,a(8421,8430)) ?(24,a(8421,8429)) ?(25,a(8421,8428)) ?(26,a(8421,8426)) ?(27,a(8421,8425)) ?(28,a(8421,8424)) ?(29,a(8421,8391)) ?(30,a(8421,8389)) ?(31,a(8421,8386)) ?(32,a(8421,8385)) ?(33,a(8421,8384)) ?(34,a(8421,8351)) ?(35,a(8421,8349)) ?(36,a(8421,8346)) ?(37,a(8421,8345)) ?(38,a(8421,8344)) ?(39,a(8421,8343)) ?(40,a(8421,8342)) ?(41,a(8421,8341)) ?(42,a(8421,8340)) ?(43,a(8421,8339)) ?(44,a(8421,8306)) ?(45,a(8421,8304)) ?(46,a(8421,8301)) ?(47,a(8421,8268)) ?(48,a(8421,8266)) ?(49,a(8421,8263)) ?(50,a(8421,8262))  (7831 tests, cond 2)
		n1 false (test_time = 17.5477)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 524.116)
search: ww_adaptive: found best (time_taken = 0.449895)
	variant  1201/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 1)
		n1 false (test_time = 18.7536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.470867)
	variant  1202/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 50)
		n1 false (test_time = 17.5451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437377)
	variant  1203/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 49)
		n1 false (test_time = 17.5098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.452099)
	variant  1204/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 48)
		n1 false (test_time = 17.7251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420675)
	variant  1205/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 47)
		n1 false (test_time = 17.7046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423834)
	variant  1206/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 46)
		n1 false (test_time = 17.5319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428992)
	variant  1207/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 45)
		n1 false (test_time = 18.6025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40548)
	variant  1208/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 44)
		n1 false (test_time = 17.9588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387237)
	variant  1209/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 43)
		n1 false (test_time = 18.172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390601)
	variant  1210/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 42)
		n1 false (test_time = 17.967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360168)
	variant  1211/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 41)
		n1 false (test_time = 17.3944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363908)
	variant  1212/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 40)
		n1 false (test_time = 17.8906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346462)
	variant  1213/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 39)
		n1 false (test_time = 17.5148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348998)
	variant  1214/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 38)
		n1 false (test_time = 17.6375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333634)
	variant  1215/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 37)
		n1 false (test_time = 17.7252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317478)
	variant  1216/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 36)
		n1 false (test_time = 19.1642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306178)
	variant  1217/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 35)
		n1 false (test_time = 17.6817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298263)
	variant  1218/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 34)
		n1 false (test_time = 17.5451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301368)
	variant  1219/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 33)
		n1 false (test_time = 18.1223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289756)
	variant  1220/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 32)
		n1 false (test_time = 17.5485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282113)
	variant  1221/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 31)
		n1 false (test_time = 17.6524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264903)
	variant  1222/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 30)
		n1 false (test_time = 18.027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282882)
	variant  1223/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 29)
		n1 false (test_time = 18.0507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245713)
	variant  1224/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 28)
		n1 false (test_time = 17.6564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238406)
	variant  1225/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 27)
		n1 false (test_time = 18.3628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254046)
	variant  1226/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 26)
		n1 false (test_time = 19.084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214889)
	variant  1227/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 25)
		n1 false (test_time = 19.4863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211803)
	variant  1228/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 24)
		n1 false (test_time = 18.8522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213738)
	variant  1229/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 23)
		n1 false (test_time = 19.0296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190636)
	variant  1230/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 22)
		n1 false (test_time = 18.9914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177553)
	variant  1231/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 21)
		n1 false (test_time = 18.8779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173122)
	variant  1232/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 20)
		n1 false (test_time = 20.5272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168455)
	variant  1233/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 19)
		n1 false (test_time = 19.2605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16236)
	variant  1234/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 18)
		n1 false (test_time = 18.8744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143905)
	variant  1235/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 17)
		n1 false (test_time = 19.585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195876)
	variant  1236/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 16)
		n1 false (test_time = 19.0508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122894)
	variant  1237/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 15)
		n1 false (test_time = 19.3897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129375)
	variant  1238/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 14)
		n1 false (test_time = 19.3419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102019)
	variant  1239/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 13)
		n1 false (test_time = 19.2041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101484)
	variant  1240/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 12)
		n1 false (test_time = 19.0949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0881469)
	variant  1241/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 11)
		n1 false (test_time = 19.6633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0747139)
	variant  1242/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 10)
		n1 false (test_time = 19.6884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0696878)
	variant  1243/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 9)
		n1 false (test_time = 19.9437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063472)
	variant  1244/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 8)
		n1 false (test_time = 20.1834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.051054)
	variant  1245/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 7)
		n1 false (test_time = 20.0906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038666)
	variant  1246/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 6)
		n1 false (test_time = 20.5682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0307388)
	variant  1247/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 5)
		n1 false (test_time = 20.2719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0213799)
	variant  1248/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 4)
		n1 false (test_time = 19.1068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010622)
	variant  1249/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 3)
		n1 false (test_time = 19.4017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  1250/57423 = ?(1,a(8421,8261)) ?(2,a(8421,8260)) ?(3,a(8421,8259)) ?(4,a(8421,8258)) ?(5,a(8421,8225)) ?(6,a(8421,8223)) ?(7,a(8421,8220)) ?(8,a(8421,8219)) ?(9,a(8421,8218)) ?(10,a(8421,8217)) ?(11,a(8421,8216)) ?(12,a(8421,8215)) ?(13,a(8421,8214)) ?(14,a(8421,8213)) ?(15,a(8421,8212)) ?(16,a(8421,8179)) ?(17,a(8421,8177)) ?(18,a(8421,8174)) ?(19,a(8421,8173)) ?(20,a(8421,8172)) ?(21,a(8421,8139)) ?(22,a(8421,8137)) ?(23,a(8421,8134)) ?(24,a(8421,8133)) ?(25,a(8421,8132)) ?(26,a(8421,8099)) ?(27,a(8421,8097)) ?(28,a(8421,8094)) ?(29,a(8421,8093)) ?(30,a(8421,8092)) ?(31,a(8421,8059)) ?(32,a(8421,8057)) ?(33,a(8421,8054)) ?(34,a(8421,8022)) ?(35,a(8421,8020)) ?(36,a(8421,8017)) ?(37,a(8421,7985)) ?(38,a(8421,7983)) ?(39,a(8421,7980)) ?(40,a(8421,7979)) ?(41,a(8421,7947)) ?(42,a(8421,7945)) ?(43,a(8421,7940)) ?(44,a(8421,7939)) ?(45,a(8421,7937)) ?(46,a(8421,4493)) ?(47,a(8421,4388)) ?(48,a(8421,4173)) ?(49,a(8421,3694)) ?(50,a(8421,3629))  (7831 tests, cond 2)
		n1 false (test_time = 19.0877)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 526.916)
search: ww_adaptive: found best (time_taken = 0.467662)
	variant  1251/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 1)
		n1 false (test_time = 18.2989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436039)
	variant  1252/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 50)
		n1 false (test_time = 18.3128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435239)
	variant  1253/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 49)
		n1 false (test_time = 19.0889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432959)
	variant  1254/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 48)
		n1 false (test_time = 18.6349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421805)
	variant  1255/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 47)
		n1 false (test_time = 18.9922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408478)
	variant  1256/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 46)
		n1 false (test_time = 19.6367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426373)
	variant  1257/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 45)
		n1 false (test_time = 19.5129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382225)
	variant  1258/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 44)
		n1 false (test_time = 18.4812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379186)
	variant  1259/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 43)
		n1 false (test_time = 18.9845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378163)
	variant  1260/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.0632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362318)
	variant  1261/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 41)
		n1 false (test_time = 19.3958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375794)
	variant  1262/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 40)
		n1 false (test_time = 19.1164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335259)
	variant  1263/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 39)
		n1 false (test_time = 18.976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352972)
	variant  1264/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 38)
		n1 false (test_time = 19.213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33609)
	variant  1265/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 37)
		n1 false (test_time = 19.3)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328306)
	variant  1266/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 36)
		n1 false (test_time = 18.8858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309149)
	variant  1267/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 35)
		n1 false (test_time = 18.9828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306815)
	variant  1268/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 34)
		n1 false (test_time = 19.1701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27953)
	variant  1269/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 33)
		n1 false (test_time = 19.0527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290701)
	variant  1270/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 32)
		n1 false (test_time = 19.2588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283801)
	variant  1271/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 31)
		n1 false (test_time = 19.4709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277225)
	variant  1272/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 30)
		n1 false (test_time = 19.8592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256505)
	variant  1273/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 29)
		n1 false (test_time = 19.1298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244276)
	variant  1274/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 28)
		n1 false (test_time = 19.3554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231829)
	variant  1275/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 27)
		n1 false (test_time = 19.0709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22699)
	variant  1276/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 26)
		n1 false (test_time = 18.8326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211547)
	variant  1277/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 25)
		n1 false (test_time = 19.5372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218737)
	variant  1278/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 24)
		n1 false (test_time = 19.1234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201327)
	variant  1279/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 23)
		n1 false (test_time = 19.1551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182277)
	variant  1280/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 22)
		n1 false (test_time = 19.8088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188797)
	variant  1281/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 21)
		n1 false (test_time = 18.4254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17208)
	variant  1282/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 20)
		n1 false (test_time = 19.0619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166356)
	variant  1283/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 19)
		n1 false (test_time = 19.2413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15286)
	variant  1284/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 18)
		n1 false (test_time = 18.9947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143874)
	variant  1285/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 17)
		n1 false (test_time = 18.9716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129155)
	variant  1286/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 16)
		n1 false (test_time = 19.2508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135302)
	variant  1287/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 15)
		n1 false (test_time = 19.4916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130519)
	variant  1288/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 14)
		n1 false (test_time = 19.0116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10276)
	variant  1289/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 13)
		n1 false (test_time = 19.075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0928988)
	variant  1290/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 12)
		n1 false (test_time = 19.2767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0849972)
	variant  1291/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 11)
		n1 false (test_time = 18.7515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0768161)
	variant  1292/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 10)
		n1 false (test_time = 19.643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.065048)
	variant  1293/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 9)
		n1 false (test_time = 19.2708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0584249)
	variant  1294/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 8)
		n1 false (test_time = 19.0249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047286)
	variant  1295/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 7)
		n1 false (test_time = 18.9372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0392499)
	variant  1296/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 6)
		n1 false (test_time = 18.9535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0288489)
	variant  1297/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 5)
		n1 false (test_time = 19.2857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.023788)
	variant  1298/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 4)
		n1 false (test_time = 18.9177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009902)
	variant  1299/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 3)
		n1 false (test_time = 18.9721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.81198e-05)
	variant  1300/57423 = ?(1,a(8421,2688)) ?(2,a(8420,8431)) ?(3,a(8420,8430)) ?(4,a(8420,8429)) ?(5,a(8420,8428)) ?(6,a(8420,8426)) ?(7,a(8420,8425)) ?(8,a(8420,8424)) ?(9,a(8420,8391)) ?(10,a(8420,8389)) ?(11,a(8420,8386)) ?(12,a(8420,8385)) ?(13,a(8420,8384)) ?(14,a(8420,8351)) ?(15,a(8420,8349)) ?(16,a(8420,8346)) ?(17,a(8420,8345)) ?(18,a(8420,8344)) ?(19,a(8420,8343)) ?(20,a(8420,8342)) ?(21,a(8420,8341)) ?(22,a(8420,8340)) ?(23,a(8420,8339)) ?(24,a(8420,8306)) ?(25,a(8420,8304)) ?(26,a(8420,8301)) ?(27,a(8420,8268)) ?(28,a(8420,8266)) ?(29,a(8420,8263)) ?(30,a(8420,8262)) ?(31,a(8420,8261)) ?(32,a(8420,8260)) ?(33,a(8420,8259)) ?(34,a(8420,8258)) ?(35,a(8420,8225)) ?(36,a(8420,8223)) ?(37,a(8420,8220)) ?(38,a(8420,8219)) ?(39,a(8420,8218)) ?(40,a(8420,8217)) ?(41,a(8420,8216)) ?(42,a(8420,8215)) ?(43,a(8420,8214)) ?(44,a(8420,8213)) ?(45,a(8420,8212)) ?(46,a(8420,8179)) ?(47,a(8420,8177)) ?(48,a(8420,8174)) ?(49,a(8420,8173)) ?(50,a(8420,8172))  (7831 tests, cond 2)
		n1 false (test_time = 19.0986)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 525.08)
search: ww_adaptive: found best (time_taken = 0.455179)
	variant  1301/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 1)
		n1 false (test_time = 19.3835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448892)
	variant  1302/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 50)
		n1 false (test_time = 19.0741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431302)
	variant  1303/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 49)
		n1 false (test_time = 18.9263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427938)
	variant  1304/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 48)
		n1 false (test_time = 18.9145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439378)
	variant  1305/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 47)
		n1 false (test_time = 19.2895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433248)
	variant  1306/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 46)
		n1 false (test_time = 19.8716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408613)
	variant  1307/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 45)
		n1 false (test_time = 19.1184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382429)
	variant  1308/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 44)
		n1 false (test_time = 19.2792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398956)
	variant  1309/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 43)
		n1 false (test_time = 18.9708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372923)
	variant  1310/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 42)
		n1 false (test_time = 18.9876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362115)
	variant  1311/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 41)
		n1 false (test_time = 18.6866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355015)
	variant  1312/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 40)
		n1 false (test_time = 19.0885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342003)
	variant  1313/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 39)
		n1 false (test_time = 19.0631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332227)
	variant  1314/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 38)
		n1 false (test_time = 19.4835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349549)
	variant  1315/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 37)
		n1 false (test_time = 18.9504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31323)
	variant  1316/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 36)
		n1 false (test_time = 19.2187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32039)
	variant  1317/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 35)
		n1 false (test_time = 19.6189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305918)
	variant  1318/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 34)
		n1 false (test_time = 19.1291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308951)
	variant  1319/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 33)
		n1 false (test_time = 19.1794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286467)
	variant  1320/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 32)
		n1 false (test_time = 19.3706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274132)
	variant  1321/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 31)
		n1 false (test_time = 19.9723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275124)
	variant  1322/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 30)
		n1 false (test_time = 18.7375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263488)
	variant  1323/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 29)
		n1 false (test_time = 19.1889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238541)
	variant  1324/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 28)
		n1 false (test_time = 19.2007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245003)
	variant  1325/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 27)
		n1 false (test_time = 19.0488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22107)
	variant  1326/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 26)
		n1 false (test_time = 19.1168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211577)
	variant  1327/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 25)
		n1 false (test_time = 18.7454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206042)
	variant  1328/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 24)
		n1 false (test_time = 18.9266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199143)
	variant  1329/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 23)
		n1 false (test_time = 19.2463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187318)
	variant  1330/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 22)
		n1 false (test_time = 19.2849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17948)
	variant  1331/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 21)
		n1 false (test_time = 19.185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183055)
	variant  1332/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 20)
		n1 false (test_time = 19.703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158091)
	variant  1333/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 19)
		n1 false (test_time = 19.345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153911)
	variant  1334/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 18)
		n1 false (test_time = 19.1651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141025)
	variant  1335/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 17)
		n1 false (test_time = 19.4382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140193)
	variant  1336/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 16)
		n1 false (test_time = 19.7303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120533)
	variant  1337/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 15)
		n1 false (test_time = 19.3824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113671)
	variant  1338/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 14)
		n1 false (test_time = 19.7152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109307)
	variant  1339/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 13)
		n1 false (test_time = 19.0942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09602)
	variant  1340/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 12)
		n1 false (test_time = 19.1468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0830879)
	variant  1341/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.4148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0836279)
	variant  1342/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 10)
		n1 false (test_time = 19.1834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0661151)
	variant  1343/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 9)
		n1 false (test_time = 19.1907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0562479)
	variant  1344/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 8)
		n1 false (test_time = 19.5729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.051775)
	variant  1345/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 7)
		n1 false (test_time = 19.1498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038233)
	variant  1346/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 6)
		n1 false (test_time = 18.9778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.032753)
	variant  1347/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 5)
		n1 false (test_time = 19.3787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195079)
	variant  1348/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 4)
		n1 false (test_time = 18.4601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00966597)
	variant  1349/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 3)
		n1 false (test_time = 18.6084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1350/57423 = ?(1,a(8420,8139)) ?(2,a(8420,8137)) ?(3,a(8420,8134)) ?(4,a(8420,8133)) ?(5,a(8420,8132)) ?(6,a(8420,8099)) ?(7,a(8420,8097)) ?(8,a(8420,8094)) ?(9,a(8420,8093)) ?(10,a(8420,8092)) ?(11,a(8420,8059)) ?(12,a(8420,8057)) ?(13,a(8420,8054)) ?(14,a(8420,8022)) ?(15,a(8420,8020)) ?(16,a(8420,8017)) ?(17,a(8420,7985)) ?(18,a(8420,7983)) ?(19,a(8420,7980)) ?(20,a(8420,7979)) ?(21,a(8420,7947)) ?(22,a(8420,7945)) ?(23,a(8420,7940)) ?(24,a(8420,7939)) ?(25,a(8420,7937)) ?(26,a(8420,4493)) ?(27,a(8420,4388)) ?(28,a(8420,4173)) ?(29,a(8420,3694)) ?(30,a(8420,3629)) ?(31,a(8420,2688)) ?(32,a(8419,8431)) ?(33,a(8419,8430)) ?(34,a(8419,8429)) ?(35,a(8419,8428)) ?(36,a(8419,8426)) ?(37,a(8419,8425)) ?(38,a(8419,8424)) ?(39,a(8419,8391)) ?(40,a(8419,8389)) ?(41,a(8419,8386)) ?(42,a(8419,8385)) ?(43,a(8419,8384)) ?(44,a(8419,8351)) ?(45,a(8419,8349)) ?(46,a(8419,8346)) ?(47,a(8419,8345)) ?(48,a(8419,8344)) ?(49,a(8419,8343)) ?(50,a(8419,8342))  (7831 tests, cond 2)
		n1 false (test_time = 19.1451)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 518.086)
search: ww_adaptive: found best (time_taken = 0.44106)
	variant  1351/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 1)
		n1 false (test_time = 18.9913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.473682)
	variant  1352/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 50)
		n1 false (test_time = 18.5138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432825)
	variant  1353/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 49)
		n1 false (test_time = 18.5087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419653)
	variant  1354/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 48)
		n1 false (test_time = 18.7045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414521)
	variant  1355/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 47)
		n1 false (test_time = 19.4275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425623)
	variant  1356/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 46)
		n1 false (test_time = 18.9318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393232)
	variant  1357/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 45)
		n1 false (test_time = 19.2389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393847)
	variant  1358/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 44)
		n1 false (test_time = 18.5307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380312)
	variant  1359/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 43)
		n1 false (test_time = 19.0369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375687)
	variant  1360/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 42)
		n1 false (test_time = 18.5044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357332)
	variant  1361/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 41)
		n1 false (test_time = 18.7358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346226)
	variant  1362/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 40)
		n1 false (test_time = 18.6552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346455)
	variant  1363/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 39)
		n1 false (test_time = 18.6533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343967)
	variant  1364/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.8158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324223)
	variant  1365/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 37)
		n1 false (test_time = 18.8282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306727)
	variant  1366/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 36)
		n1 false (test_time = 18.4512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320009)
	variant  1367/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 35)
		n1 false (test_time = 18.5828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287828)
	variant  1368/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.1942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294802)
	variant  1369/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 33)
		n1 false (test_time = 18.4924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272002)
	variant  1370/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 32)
		n1 false (test_time = 19.1718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2729)
	variant  1371/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 31)
		n1 false (test_time = 18.5189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258358)
	variant  1372/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 30)
		n1 false (test_time = 18.6061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24728)
	variant  1373/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 29)
		n1 false (test_time = 18.844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259193)
	variant  1374/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 28)
		n1 false (test_time = 18.5919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237072)
	variant  1375/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 27)
		n1 false (test_time = 19.0494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22396)
	variant  1376/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 26)
		n1 false (test_time = 18.798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218254)
	variant  1377/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 25)
		n1 false (test_time = 18.4158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203395)
	variant  1378/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 24)
		n1 false (test_time = 18.2559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190404)
	variant  1379/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 23)
		n1 false (test_time = 18.6955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190968)
	variant  1380/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 22)
		n1 false (test_time = 19.0743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182001)
	variant  1381/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 21)
		n1 false (test_time = 18.5406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171315)
	variant  1382/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 20)
		n1 false (test_time = 18.4037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157283)
	variant  1383/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 19)
		n1 false (test_time = 18.7098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14632)
	variant  1384/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 18)
		n1 false (test_time = 18.4795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136613)
	variant  1385/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.5461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126968)
	variant  1386/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 16)
		n1 false (test_time = 18.8507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12066)
	variant  1387/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 15)
		n1 false (test_time = 19.1805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109925)
	variant  1388/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.8332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108835)
	variant  1389/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 13)
		n1 false (test_time = 18.7244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0919218)
	variant  1390/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 12)
		n1 false (test_time = 18.4451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0871229)
	variant  1391/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 11)
		n1 false (test_time = 18.5114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0732951)
	variant  1392/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 10)
		n1 false (test_time = 18.794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0690269)
	variant  1393/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 9)
		n1 false (test_time = 18.5997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0550351)
	variant  1394/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.5297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045171)
	variant  1395/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 7)
		n1 false (test_time = 18.852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0371091)
	variant  1396/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 6)
		n1 false (test_time = 18.5646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0297132)
	variant  1397/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.5606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0187061)
	variant  1398/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 4)
		n1 false (test_time = 18.9636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0103669)
	variant  1399/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 3)
		n1 false (test_time = 18.8132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1400/57423 = ?(1,a(8419,8341)) ?(2,a(8419,8340)) ?(3,a(8419,8339)) ?(4,a(8419,8306)) ?(5,a(8419,8304)) ?(6,a(8419,8301)) ?(7,a(8419,8268)) ?(8,a(8419,8266)) ?(9,a(8419,8263)) ?(10,a(8419,8262)) ?(11,a(8419,8261)) ?(12,a(8419,8260)) ?(13,a(8419,8259)) ?(14,a(8419,8258)) ?(15,a(8419,8225)) ?(16,a(8419,8223)) ?(17,a(8419,8220)) ?(18,a(8419,8219)) ?(19,a(8419,8218)) ?(20,a(8419,8217)) ?(21,a(8419,8216)) ?(22,a(8419,8215)) ?(23,a(8419,8214)) ?(24,a(8419,8213)) ?(25,a(8419,8212)) ?(26,a(8419,8179)) ?(27,a(8419,8177)) ?(28,a(8419,8174)) ?(29,a(8419,8173)) ?(30,a(8419,8172)) ?(31,a(8419,8139)) ?(32,a(8419,8137)) ?(33,a(8419,8134)) ?(34,a(8419,8133)) ?(35,a(8419,8132)) ?(36,a(8419,8099)) ?(37,a(8419,8097)) ?(38,a(8419,8094)) ?(39,a(8419,8093)) ?(40,a(8419,8092)) ?(41,a(8419,8059)) ?(42,a(8419,8057)) ?(43,a(8419,8054)) ?(44,a(8419,8022)) ?(45,a(8419,8020)) ?(46,a(8419,8017)) ?(47,a(8419,7985)) ?(48,a(8419,7983)) ?(49,a(8419,7980)) ?(50,a(8419,7979))  (7831 tests, cond 2)
		n1 false (test_time = 18.7999)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 517.169)
search: ww_adaptive: found best (time_taken = 0.450109)
	variant  1401/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 1)
		n1 false (test_time = 19.3483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.46893)
	variant  1402/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 50)
		n1 false (test_time = 19.2971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441766)
	variant  1403/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 49)
		n1 false (test_time = 19.0898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43377)
	variant  1404/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 48)
		n1 false (test_time = 19.0666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441293)
	variant  1405/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 47)
		n1 false (test_time = 19.443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437965)
	variant  1406/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 46)
		n1 false (test_time = 20.0136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419362)
	variant  1407/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 45)
		n1 false (test_time = 19.3192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425314)
	variant  1408/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 44)
		n1 false (test_time = 19.3343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389709)
	variant  1409/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 43)
		n1 false (test_time = 19.0869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370476)
	variant  1410/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 42)
		n1 false (test_time = 18.9883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375437)
	variant  1411/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 41)
		n1 false (test_time = 19.2618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35477)
	variant  1412/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 40)
		n1 false (test_time = 19.1342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34897)
	variant  1413/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 39)
		n1 false (test_time = 19.1191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344281)
	variant  1414/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 38)
		n1 false (test_time = 20.1887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350719)
	variant  1415/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 37)
		n1 false (test_time = 19.8539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320324)
	variant  1416/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 36)
		n1 false (test_time = 19.5209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311895)
	variant  1417/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 35)
		n1 false (test_time = 19.4021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317861)
	variant  1418/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 34)
		n1 false (test_time = 19.9268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295904)
	variant  1419/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 33)
		n1 false (test_time = 19.1824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294145)
	variant  1420/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 32)
		n1 false (test_time = 19.91)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276178)
	variant  1421/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 31)
		n1 false (test_time = 19.4622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266946)
	variant  1422/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 30)
		n1 false (test_time = 18.9955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248313)
	variant  1423/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 29)
		n1 false (test_time = 19.3649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249455)
	variant  1424/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 28)
		n1 false (test_time = 18.9321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232082)
	variant  1425/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 27)
		n1 false (test_time = 19.2548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226213)
	variant  1426/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 26)
		n1 false (test_time = 19.3131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211532)
	variant  1427/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 25)
		n1 false (test_time = 19.2229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207778)
	variant  1428/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 24)
		n1 false (test_time = 19.1753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202792)
	variant  1429/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 23)
		n1 false (test_time = 19.8419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183158)
	variant  1430/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186826)
	variant  1431/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 21)
		n1 false (test_time = 18.5844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169621)
	variant  1432/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 20)
		n1 false (test_time = 19.2069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157059)
	variant  1433/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 19)
		n1 false (test_time = 18.6279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15224)
	variant  1434/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 18)
		n1 false (test_time = 18.9124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141632)
	variant  1435/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 17)
		n1 false (test_time = 19.9015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147566)
	variant  1436/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 16)
		n1 false (test_time = 18.9329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118509)
	variant  1437/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 15)
		n1 false (test_time = 18.6571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111433)
	variant  1438/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 14)
		n1 false (test_time = 19.1433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107045)
	variant  1439/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 13)
		n1 false (test_time = 18.8506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0971181)
	variant  1440/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 12)
		n1 false (test_time = 18.9311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0837679)
	variant  1441/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 11)
		n1 false (test_time = 19.0095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0789051)
	variant  1442/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 10)
		n1 false (test_time = 18.7966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0685022)
	variant  1443/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 9)
		n1 false (test_time = 18.5997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057565)
	variant  1444/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 8)
		n1 false (test_time = 19.3537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0501108)
	variant  1445/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 7)
		n1 false (test_time = 18.8204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0378602)
	variant  1446/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 6)
		n1 false (test_time = 18.6176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.029784)
	variant  1447/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 5)
		n1 false (test_time = 19.012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194192)
	variant  1448/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 4)
		n1 false (test_time = 18.8561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0106881)
	variant  1449/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 3)
		n1 false (test_time = 19.5969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  1450/57423 = ?(1,a(8419,7947)) ?(2,a(8419,7945)) ?(3,a(8419,7940)) ?(4,a(8419,7939)) ?(5,a(8419,7937)) ?(6,a(8419,4493)) ?(7,a(8419,4388)) ?(8,a(8419,4173)) ?(9,a(8419,3694)) ?(10,a(8419,3629)) ?(11,a(8419,2688)) ?(12,a(8418,8431)) ?(13,a(8418,8430)) ?(14,a(8418,8429)) ?(15,a(8418,8428)) ?(16,a(8418,8426)) ?(17,a(8418,8425)) ?(18,a(8418,8424)) ?(19,a(8418,8391)) ?(20,a(8418,8389)) ?(21,a(8418,8386)) ?(22,a(8418,8385)) ?(23,a(8418,8384)) ?(24,a(8418,8351)) ?(25,a(8418,8349)) ?(26,a(8418,8346)) ?(27,a(8418,8345)) ?(28,a(8418,8344)) ?(29,a(8418,8343)) ?(30,a(8418,8342)) ?(31,a(8418,8341)) ?(32,a(8418,8340)) ?(33,a(8418,8339)) ?(34,a(8418,8306)) ?(35,a(8418,8304)) ?(36,a(8418,8301)) ?(37,a(8418,8268)) ?(38,a(8418,8266)) ?(39,a(8418,8263)) ?(40,a(8418,8262)) ?(41,a(8418,8261)) ?(42,a(8418,8260)) ?(43,a(8418,8259)) ?(44,a(8418,8258)) ?(45,a(8418,8225)) ?(46,a(8418,8223)) ?(47,a(8418,8220)) ?(48,a(8418,8219)) ?(49,a(8418,8218)) ?(50,a(8418,8217))  (7831 tests, cond 2)
		n1 false (test_time = 19.6225)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.657)
search: ww_adaptive: found best (time_taken = 0.442663)
	variant  1451/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 1)
		n1 false (test_time = 19.3851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440579)
	variant  1452/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 50)
		n1 false (test_time = 18.7128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439717)
	variant  1453/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 49)
		n1 false (test_time = 19.1168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423011)
	variant  1454/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 48)
		n1 false (test_time = 19.6167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433396)
	variant  1455/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 47)
		n1 false (test_time = 19.9139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448415)
	variant  1456/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 46)
		n1 false (test_time = 18.6878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396406)
	variant  1457/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 45)
		n1 false (test_time = 19.4377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408103)
	variant  1458/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 44)
		n1 false (test_time = 18.982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389554)
	variant  1459/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 43)
		n1 false (test_time = 18.9888)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378774)
	variant  1460/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 42)
		n1 false (test_time = 18.8025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36537)
	variant  1461/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 41)
		n1 false (test_time = 18.9252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348922)
	variant  1462/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 40)
		n1 false (test_time = 18.4721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339808)
	variant  1463/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 39)
		n1 false (test_time = 19.5804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343596)
	variant  1464/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 38)
		n1 false (test_time = 18.6354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337173)
	variant  1465/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.7505)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316666)
	variant  1466/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 36)
		n1 false (test_time = 19.0339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376555)
	variant  1467/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 35)
		n1 false (test_time = 18.8907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293797)
	variant  1468/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 34)
		n1 false (test_time = 18.6919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285659)
	variant  1469/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 33)
		n1 false (test_time = 19.0222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315139)
	variant  1470/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 32)
		n1 false (test_time = 19.9639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290096)
	variant  1471/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 31)
		n1 false (test_time = 18.8774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269184)
	variant  1472/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 30)
		n1 false (test_time = 18.9911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250678)
	variant  1473/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 29)
		n1 false (test_time = 18.7803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24679)
	variant  1474/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 28)
		n1 false (test_time = 19.0937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223966)
	variant  1475/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 27)
		n1 false (test_time = 18.7372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23115)
	variant  1476/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 26)
		n1 false (test_time = 18.7622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210336)
	variant  1477/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 25)
		n1 false (test_time = 19.1016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209544)
	variant  1478/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 24)
		n1 false (test_time = 19.7414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197862)
	variant  1479/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 23)
		n1 false (test_time = 19.564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183309)
	variant  1480/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 22)
		n1 false (test_time = 19.0066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174291)
	variant  1481/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 21)
		n1 false (test_time = 18.8803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168397)
	variant  1482/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 20)
		n1 false (test_time = 18.8456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164191)
	variant  1483/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 19)
		n1 false (test_time = 19.031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153409)
	variant  1484/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 18)
		n1 false (test_time = 18.662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141956)
	variant  1485/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 17)
		n1 false (test_time = 20.2212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141837)
	variant  1486/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 16)
		n1 false (test_time = 19.3428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131934)
	variant  1487/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 15)
		n1 false (test_time = 18.8194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111244)
	variant  1488/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 14)
		n1 false (test_time = 18.5586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104239)
	variant  1489/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 13)
		n1 false (test_time = 18.9923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0938101)
	variant  1490/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 12)
		n1 false (test_time = 19.0753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083364)
	variant  1491/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 11)
		n1 false (test_time = 18.8331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0745771)
	variant  1492/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 10)
		n1 false (test_time = 19.1643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0631299)
	variant  1493/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 9)
		n1 false (test_time = 18.7909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0660329)
	variant  1494/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 8)
		n1 false (test_time = 19.2676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0473199)
	variant  1495/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 7)
		n1 false (test_time = 19.4945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0472579)
	variant  1496/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 6)
		n1 false (test_time = 19.2764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028728)
	variant  1497/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 5)
		n1 false (test_time = 19.0675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019299)
	variant  1498/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.4941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010525)
	variant  1499/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 3)
		n1 false (test_time = 18.6652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1500/57423 = ?(1,a(8418,8216)) ?(2,a(8418,8215)) ?(3,a(8418,8214)) ?(4,a(8418,8213)) ?(5,a(8418,8212)) ?(6,a(8418,8179)) ?(7,a(8418,8177)) ?(8,a(8418,8174)) ?(9,a(8418,8173)) ?(10,a(8418,8172)) ?(11,a(8418,8139)) ?(12,a(8418,8137)) ?(13,a(8418,8134)) ?(14,a(8418,8133)) ?(15,a(8418,8132)) ?(16,a(8418,8099)) ?(17,a(8418,8097)) ?(18,a(8418,8094)) ?(19,a(8418,8093)) ?(20,a(8418,8092)) ?(21,a(8418,8059)) ?(22,a(8418,8057)) ?(23,a(8418,8054)) ?(24,a(8418,8022)) ?(25,a(8418,8020)) ?(26,a(8418,8017)) ?(27,a(8418,7985)) ?(28,a(8418,7983)) ?(29,a(8418,7980)) ?(30,a(8418,7979)) ?(31,a(8418,7947)) ?(32,a(8418,7945)) ?(33,a(8418,7940)) ?(34,a(8418,7939)) ?(35,a(8418,7937)) ?(36,a(8418,4493)) ?(37,a(8418,4388)) ?(38,a(8418,4173)) ?(39,a(8418,3694)) ?(40,a(8418,3629)) ?(41,a(8418,2688)) ?(42,a(8417,8431)) ?(43,a(8417,8430)) ?(44,a(8417,8429)) ?(45,a(8417,8428)) ?(46,a(8417,8426)) ?(47,a(8417,8425)) ?(48,a(8417,8424)) ?(49,a(8417,8391)) ?(50,a(8417,8389))  (7831 tests, cond 2)
		n1 false (test_time = 19.5931)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 518.882)
search: ww_adaptive: found best (time_taken = 0.451154)
	variant  1501/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 1)
		n1 false (test_time = 19.6919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435882)
	variant  1502/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 50)
		n1 false (test_time = 18.7326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428583)
	variant  1503/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 49)
		n1 false (test_time = 18.6058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422695)
	variant  1504/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 48)
		n1 false (test_time = 18.9482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418198)
	variant  1505/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 47)
		n1 false (test_time = 19.4541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441975)
	variant  1506/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 46)
		n1 false (test_time = 19.074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401569)
	variant  1507/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 45)
		n1 false (test_time = 19.0207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403102)
	variant  1508/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 44)
		n1 false (test_time = 18.3457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392609)
	variant  1509/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 43)
		n1 false (test_time = 18.7862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365043)
	variant  1510/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 42)
		n1 false (test_time = 18.8327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359095)
	variant  1511/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 41)
		n1 false (test_time = 18.7304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348287)
	variant  1512/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 40)
		n1 false (test_time = 18.9031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339108)
	variant  1513/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 39)
		n1 false (test_time = 19.6452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349805)
	variant  1514/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 38)
		n1 false (test_time = 18.696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340337)
	variant  1515/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 37)
		n1 false (test_time = 18.6617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315832)
	variant  1516/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 36)
		n1 false (test_time = 18.9578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317858)
	variant  1517/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 35)
		n1 false (test_time = 18.8699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297451)
	variant  1518/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 34)
		n1 false (test_time = 18.754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287104)
	variant  1519/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 33)
		n1 false (test_time = 19.4103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288341)
	variant  1520/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 32)
		n1 false (test_time = 19.7568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27817)
	variant  1521/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 31)
		n1 false (test_time = 18.8555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263172)
	variant  1522/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 30)
		n1 false (test_time = 18.9636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25668)
	variant  1523/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 29)
		n1 false (test_time = 18.6545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259493)
	variant  1524/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 28)
		n1 false (test_time = 19.0223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242987)
	variant  1525/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 27)
		n1 false (test_time = 18.9674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221823)
	variant  1526/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 26)
		n1 false (test_time = 19.1106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217584)
	variant  1527/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 25)
		n1 false (test_time = 18.8292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209698)
	variant  1528/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 24)
		n1 false (test_time = 20.0908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200146)
	variant  1529/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 23)
		n1 false (test_time = 19.3289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186975)
	variant  1530/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 22)
		n1 false (test_time = 18.6924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186377)
	variant  1531/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 21)
		n1 false (test_time = 19.0265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169666)
	variant  1532/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 20)
		n1 false (test_time = 19.1445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175228)
	variant  1533/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 19)
		n1 false (test_time = 18.6287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158112)
	variant  1534/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 18)
		n1 false (test_time = 19.1554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137695)
	variant  1535/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 17)
		n1 false (test_time = 19.3729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126911)
	variant  1536/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 16)
		n1 false (test_time = 18.7513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118762)
	variant  1537/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 15)
		n1 false (test_time = 18.8292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1106)
	variant  1538/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 14)
		n1 false (test_time = 18.9031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100773)
	variant  1539/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 13)
		n1 false (test_time = 18.7618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0947571)
	variant  1540/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 12)
		n1 false (test_time = 18.9993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0822582)
	variant  1541/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 11)
		n1 false (test_time = 18.3338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0777361)
	variant  1542/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 10)
		n1 false (test_time = 18.5945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0660231)
	variant  1543/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 9)
		n1 false (test_time = 19.0111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0578711)
	variant  1544/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 8)
		n1 false (test_time = 18.6952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0467658)
	variant  1545/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 7)
		n1 false (test_time = 18.7032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037292)
	variant  1546/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 6)
		n1 false (test_time = 18.7221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289481)
	variant  1547/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 5)
		n1 false (test_time = 18.9398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0193939)
	variant  1548/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 4)
		n1 false (test_time = 18.7802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0126801)
	variant  1549/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 3)
		n1 false (test_time = 18.5989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1550/57423 = ?(1,a(8417,8386)) ?(2,a(8417,8385)) ?(3,a(8417,8384)) ?(4,a(8417,8351)) ?(5,a(8417,8349)) ?(6,a(8417,8346)) ?(7,a(8417,8345)) ?(8,a(8417,8344)) ?(9,a(8417,8343)) ?(10,a(8417,8342)) ?(11,a(8417,8341)) ?(12,a(8417,8340)) ?(13,a(8417,8339)) ?(14,a(8417,8306)) ?(15,a(8417,8304)) ?(16,a(8417,8301)) ?(17,a(8417,8268)) ?(18,a(8417,8266)) ?(19,a(8417,8263)) ?(20,a(8417,8262)) ?(21,a(8417,8261)) ?(22,a(8417,8260)) ?(23,a(8417,8259)) ?(24,a(8417,8258)) ?(25,a(8417,8225)) ?(26,a(8417,8223)) ?(27,a(8417,8220)) ?(28,a(8417,8219)) ?(29,a(8417,8218)) ?(30,a(8417,8217)) ?(31,a(8417,8216)) ?(32,a(8417,8215)) ?(33,a(8417,8214)) ?(34,a(8417,8213)) ?(35,a(8417,8212)) ?(36,a(8417,8179)) ?(37,a(8417,8177)) ?(38,a(8417,8174)) ?(39,a(8417,8173)) ?(40,a(8417,8172)) ?(41,a(8417,8139)) ?(42,a(8417,8137)) ?(43,a(8417,8134)) ?(44,a(8417,8133)) ?(45,a(8417,8132)) ?(46,a(8417,8099)) ?(47,a(8417,8097)) ?(48,a(8417,8094)) ?(49,a(8417,8093)) ?(50,a(8417,8092))  (7831 tests, cond 2)
		n1 false (test_time = 19.3036)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 518.969)
search: ww_adaptive: found best (time_taken = 0.458408)
	variant  1551/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 1)
		n1 false (test_time = 19.661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44734)
	variant  1552/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 50)
		n1 false (test_time = 18.6458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426747)
	variant  1553/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 49)
		n1 false (test_time = 19.3376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446681)
	variant  1554/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 48)
		n1 false (test_time = 19.7328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430743)
	variant  1555/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 47)
		n1 false (test_time = 19.6353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410613)
	variant  1556/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 46)
		n1 false (test_time = 18.9296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396488)
	variant  1557/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 45)
		n1 false (test_time = 19.4642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401357)
	variant  1558/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 44)
		n1 false (test_time = 18.9784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379609)
	variant  1559/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 43)
		n1 false (test_time = 18.9014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384662)
	variant  1560/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 42)
		n1 false (test_time = 18.9725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363975)
	variant  1561/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 41)
		n1 false (test_time = 18.5834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354587)
	variant  1562/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 40)
		n1 false (test_time = 18.9614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353009)
	variant  1563/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 39)
		n1 false (test_time = 19.737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332067)
	variant  1564/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 38)
		n1 false (test_time = 18.487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327684)
	variant  1565/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 37)
		n1 false (test_time = 18.7093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311573)
	variant  1566/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 36)
		n1 false (test_time = 18.7983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308021)
	variant  1567/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 35)
		n1 false (test_time = 19.0954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297241)
	variant  1568/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 34)
		n1 false (test_time = 18.9225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299425)
	variant  1569/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 33)
		n1 false (test_time = 19.2892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300176)
	variant  1570/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 32)
		n1 false (test_time = 19.0266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263575)
	variant  1571/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 31)
		n1 false (test_time = 18.95)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28393)
	variant  1572/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 30)
		n1 false (test_time = 18.4444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255264)
	variant  1573/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 29)
		n1 false (test_time = 19.1975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240409)
	variant  1574/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 28)
		n1 false (test_time = 18.5016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229479)
	variant  1575/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 27)
		n1 false (test_time = 18.4299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222155)
	variant  1576/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 26)
		n1 false (test_time = 18.3325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212237)
	variant  1577/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 25)
		n1 false (test_time = 18.4633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198138)
	variant  1578/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 24)
		n1 false (test_time = 18.9789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203621)
	variant  1579/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 23)
		n1 false (test_time = 18.5177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180689)
	variant  1580/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 22)
		n1 false (test_time = 18.8675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185833)
	variant  1581/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 21)
		n1 false (test_time = 19.1399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177671)
	variant  1582/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 20)
		n1 false (test_time = 18.488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165518)
	variant  1583/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 19)
		n1 false (test_time = 18.1774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146931)
	variant  1584/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 18)
		n1 false (test_time = 18.2715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140153)
	variant  1585/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 17)
		n1 false (test_time = 19.1397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136368)
	variant  1586/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 16)
		n1 false (test_time = 18.2087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118569)
	variant  1587/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 15)
		n1 false (test_time = 18.6885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109864)
	variant  1588/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 14)
		n1 false (test_time = 18.6093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101661)
	variant  1589/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 13)
		n1 false (test_time = 18.5863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0914252)
	variant  1590/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 12)
		n1 false (test_time = 18.5495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0881112)
	variant  1591/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 11)
		n1 false (test_time = 18.9945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0792968)
	variant  1592/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 10)
		n1 false (test_time = 18.5723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0676069)
	variant  1593/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 9)
		n1 false (test_time = 18.8426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0586932)
	variant  1594/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 8)
		n1 false (test_time = 19.1906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048559)
	variant  1595/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 7)
		n1 false (test_time = 18.5288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.03756)
	variant  1596/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 6)
		n1 false (test_time = 18.661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028574)
	variant  1597/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 5)
		n1 false (test_time = 18.8493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019532)
	variant  1598/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 4)
		n1 false (test_time = 18.7779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00990391)
	variant  1599/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 3)
		n1 false (test_time = 18.6771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  1600/57423 = ?(1,a(8417,8059)) ?(2,a(8417,8057)) ?(3,a(8417,8054)) ?(4,a(8417,8022)) ?(5,a(8417,8020)) ?(6,a(8417,8017)) ?(7,a(8417,7985)) ?(8,a(8417,7983)) ?(9,a(8417,7980)) ?(10,a(8417,7979)) ?(11,a(8417,7947)) ?(12,a(8417,7945)) ?(13,a(8417,7940)) ?(14,a(8417,7939)) ?(15,a(8417,7937)) ?(16,a(8417,4493)) ?(17,a(8417,4388)) ?(18,a(8417,4173)) ?(19,a(8417,3694)) ?(20,a(8417,3629)) ?(21,a(8417,2688)) ?(22,a(8416,8431)) ?(23,a(8416,8430)) ?(24,a(8416,8429)) ?(25,a(8416,8428)) ?(26,a(8416,8426)) ?(27,a(8416,8425)) ?(28,a(8416,8424)) ?(29,a(8416,8391)) ?(30,a(8416,8389)) ?(31,a(8416,8386)) ?(32,a(8416,8385)) ?(33,a(8416,8384)) ?(34,a(8416,8351)) ?(35,a(8416,8349)) ?(36,a(8416,8346)) ?(37,a(8416,8345)) ?(38,a(8416,8344)) ?(39,a(8416,8343)) ?(40,a(8416,8342)) ?(41,a(8416,8341)) ?(42,a(8416,8340)) ?(43,a(8416,8339)) ?(44,a(8416,8306)) ?(45,a(8416,8304)) ?(46,a(8416,8301)) ?(47,a(8416,8268)) ?(48,a(8416,8266)) ?(49,a(8416,8263)) ?(50,a(8416,8262))  (7831 tests, cond 2)
		n1 false (test_time = 19.2647)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 512.204)
search: ww_adaptive: found best (time_taken = 0.441803)
	variant  1601/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 1)
		n1 false (test_time = 19.2396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435217)
	variant  1602/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 50)
		n1 false (test_time = 17.9805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435737)
	variant  1603/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 49)
		n1 false (test_time = 18.1918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410527)
	variant  1604/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 48)
		n1 false (test_time = 18.1682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433156)
	variant  1605/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 47)
		n1 false (test_time = 19.1294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413624)
	variant  1606/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 46)
		n1 false (test_time = 18.2659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391759)
	variant  1607/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 45)
		n1 false (test_time = 18.5775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391527)
	variant  1608/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 44)
		n1 false (test_time = 18.7751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377674)
	variant  1609/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 43)
		n1 false (test_time = 18.6485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375555)
	variant  1610/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 42)
		n1 false (test_time = 18.4752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396849)
	variant  1611/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 41)
		n1 false (test_time = 18.5401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366536)
	variant  1612/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 40)
		n1 false (test_time = 18.4571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34732)
	variant  1613/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 39)
		n1 false (test_time = 18.3599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325087)
	variant  1614/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 38)
		n1 false (test_time = 19.0547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327405)
	variant  1615/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 37)
		n1 false (test_time = 18.5317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324595)
	variant  1616/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 36)
		n1 false (test_time = 19.0378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314732)
	variant  1617/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 35)
		n1 false (test_time = 18.7222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291005)
	variant  1618/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 34)
		n1 false (test_time = 18.6569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287778)
	variant  1619/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 33)
		n1 false (test_time = 18.4599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279332)
	variant  1620/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 32)
		n1 false (test_time = 19.5096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293923)
	variant  1621/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 31)
		n1 false (test_time = 19.0688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261504)
	variant  1622/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 30)
		n1 false (test_time = 18.6024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246317)
	variant  1623/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 29)
		n1 false (test_time = 18.6805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24028)
	variant  1624/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 28)
		n1 false (test_time = 19.0384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229685)
	variant  1625/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 27)
		n1 false (test_time = 18.5678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24075)
	variant  1626/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 26)
		n1 false (test_time = 18.6738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210151)
	variant  1627/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 25)
		n1 false (test_time = 18.5131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208956)
	variant  1628/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 24)
		n1 false (test_time = 18.3975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193497)
	variant  1629/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 23)
		n1 false (test_time = 18.9978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181773)
	variant  1630/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 22)
		n1 false (test_time = 18.8063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173687)
	variant  1631/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 21)
		n1 false (test_time = 18.5182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174766)
	variant  1632/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 20)
		n1 false (test_time = 18.874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173132)
	variant  1633/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 19)
		n1 false (test_time = 18.4934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152973)
	variant  1634/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 18)
		n1 false (test_time = 18.3013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144103)
	variant  1635/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 17)
		n1 false (test_time = 18.6003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138156)
	variant  1636/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 16)
		n1 false (test_time = 19.6419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126553)
	variant  1637/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 15)
		n1 false (test_time = 18.6571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110922)
	variant  1638/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 14)
		n1 false (test_time = 19.0284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104657)
	variant  1639/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 13)
		n1 false (test_time = 18.3607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093565)
	variant  1640/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 12)
		n1 false (test_time = 19.1648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0859718)
	variant  1641/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 11)
		n1 false (test_time = 18.7468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0810859)
	variant  1642/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 10)
		n1 false (test_time = 18.6632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0643508)
	variant  1643/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 9)
		n1 false (test_time = 18.8252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0549331)
	variant  1644/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 8)
		n1 false (test_time = 19.1288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048806)
	variant  1645/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 7)
		n1 false (test_time = 18.6887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0387259)
	variant  1646/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 6)
		n1 false (test_time = 19.0155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286982)
	variant  1647/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 5)
		n1 false (test_time = 19.3904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0211871)
	variant  1648/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 4)
		n1 false (test_time = 19.5714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0119379)
	variant  1649/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 3)
		n1 false (test_time = 18.5696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1650/57423 = ?(1,a(8416,8261)) ?(2,a(8416,8260)) ?(3,a(8416,8259)) ?(4,a(8416,8258)) ?(5,a(8416,8225)) ?(6,a(8416,8223)) ?(7,a(8416,8220)) ?(8,a(8416,8219)) ?(9,a(8416,8218)) ?(10,a(8416,8217)) ?(11,a(8416,8216)) ?(12,a(8416,8215)) ?(13,a(8416,8214)) ?(14,a(8416,8213)) ?(15,a(8416,8212)) ?(16,a(8416,8179)) ?(17,a(8416,8177)) ?(18,a(8416,8174)) ?(19,a(8416,8173)) ?(20,a(8416,8172)) ?(21,a(8416,8139)) ?(22,a(8416,8137)) ?(23,a(8416,8134)) ?(24,a(8416,8133)) ?(25,a(8416,8132)) ?(26,a(8416,8099)) ?(27,a(8416,8097)) ?(28,a(8416,8094)) ?(29,a(8416,8093)) ?(30,a(8416,8092)) ?(31,a(8416,8059)) ?(32,a(8416,8057)) ?(33,a(8416,8054)) ?(34,a(8416,8022)) ?(35,a(8416,8020)) ?(36,a(8416,8017)) ?(37,a(8416,7985)) ?(38,a(8416,7983)) ?(39,a(8416,7980)) ?(40,a(8416,7979)) ?(41,a(8416,7947)) ?(42,a(8416,7945)) ?(43,a(8416,7940)) ?(44,a(8416,7939)) ?(45,a(8416,7937)) ?(46,a(8416,4493)) ?(47,a(8416,4388)) ?(48,a(8416,4173)) ?(49,a(8416,3694)) ?(50,a(8416,3629))  (7831 tests, cond 2)
		n1 false (test_time = 18.839)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 512.842)
search: ww_adaptive: found best (time_taken = 0.45217)
	variant  1651/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 1)
		n1 false (test_time = 19.3868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445046)
	variant  1652/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 50)
		n1 false (test_time = 18.461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427289)
	variant  1653/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 49)
		n1 false (test_time = 18.4467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430403)
	variant  1654/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 48)
		n1 false (test_time = 18.2559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418119)
	variant  1655/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 47)
		n1 false (test_time = 18.7903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410953)
	variant  1656/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 46)
		n1 false (test_time = 19.5077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398038)
	variant  1657/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 45)
		n1 false (test_time = 19.0182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399398)
	variant  1658/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 44)
		n1 false (test_time = 18.587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383465)
	variant  1659/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 43)
		n1 false (test_time = 18.321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371234)
	variant  1660/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.1397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357838)
	variant  1661/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 41)
		n1 false (test_time = 19.1938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359738)
	variant  1662/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 40)
		n1 false (test_time = 18.5736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341764)
	variant  1663/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 39)
		n1 false (test_time = 18.8361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333413)
	variant  1664/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 38)
		n1 false (test_time = 19.1631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326468)
	variant  1665/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 37)
		n1 false (test_time = 19.1441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338367)
	variant  1666/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 36)
		n1 false (test_time = 18.8216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301087)
	variant  1667/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 35)
		n1 false (test_time = 18.8401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31288)
	variant  1668/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 34)
		n1 false (test_time = 18.9201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281131)
	variant  1669/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 33)
		n1 false (test_time = 18.5848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284163)
	variant  1670/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 32)
		n1 false (test_time = 18.8663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265976)
	variant  1671/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 31)
		n1 false (test_time = 18.8383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261681)
	variant  1672/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 30)
		n1 false (test_time = 18.3758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248491)
	variant  1673/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 29)
		n1 false (test_time = 18.5772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239393)
	variant  1674/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 28)
		n1 false (test_time = 19.116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236619)
	variant  1675/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 27)
		n1 false (test_time = 18.3723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216746)
	variant  1676/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 26)
		n1 false (test_time = 18.5608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213595)
	variant  1677/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 25)
		n1 false (test_time = 18.8237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20304)
	variant  1678/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 24)
		n1 false (test_time = 18.9048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188602)
	variant  1679/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 23)
		n1 false (test_time = 18.436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214114)
	variant  1680/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 22)
		n1 false (test_time = 19.2945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175778)
	variant  1681/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 21)
		n1 false (test_time = 18.6142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171895)
	variant  1682/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 20)
		n1 false (test_time = 18.8012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158522)
	variant  1683/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 19)
		n1 false (test_time = 18.7816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155653)
	variant  1684/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 18)
		n1 false (test_time = 18.5313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13571)
	variant  1685/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 17)
		n1 false (test_time = 18.3674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128009)
	variant  1686/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 16)
		n1 false (test_time = 18.6424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125714)
	variant  1687/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 15)
		n1 false (test_time = 18.7833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112986)
	variant  1688/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 14)
		n1 false (test_time = 19.1477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110486)
	variant  1689/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 13)
		n1 false (test_time = 18.6818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0914462)
	variant  1690/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 12)
		n1 false (test_time = 19.2323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.08463)
	variant  1691/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 11)
		n1 false (test_time = 18.6345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0729029)
	variant  1692/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 10)
		n1 false (test_time = 18.8592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064255)
	variant  1693/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 9)
		n1 false (test_time = 18.5662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056571)
	variant  1694/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 8)
		n1 false (test_time = 18.8408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046536)
	variant  1695/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 7)
		n1 false (test_time = 18.5473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0378711)
	variant  1696/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 6)
		n1 false (test_time = 18.4452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0283959)
	variant  1697/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 5)
		n1 false (test_time = 18.6762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0235)
	variant  1698/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 4)
		n1 false (test_time = 18.9809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00995612)
	variant  1699/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 3)
		n1 false (test_time = 18.7966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  1700/57423 = ?(1,a(8416,2688)) ?(2,a(8415,8431)) ?(3,a(8415,8430)) ?(4,a(8415,8429)) ?(5,a(8415,8428)) ?(6,a(8415,8426)) ?(7,a(8415,8425)) ?(8,a(8415,8424)) ?(9,a(8415,8391)) ?(10,a(8415,8389)) ?(11,a(8415,8386)) ?(12,a(8415,8385)) ?(13,a(8415,8384)) ?(14,a(8415,8351)) ?(15,a(8415,8349)) ?(16,a(8415,8346)) ?(17,a(8415,8345)) ?(18,a(8415,8344)) ?(19,a(8415,8343)) ?(20,a(8415,8342)) ?(21,a(8415,8341)) ?(22,a(8415,8340)) ?(23,a(8415,8339)) ?(24,a(8415,8306)) ?(25,a(8415,8304)) ?(26,a(8415,8301)) ?(27,a(8415,8268)) ?(28,a(8415,8266)) ?(29,a(8415,8263)) ?(30,a(8415,8262)) ?(31,a(8415,8261)) ?(32,a(8415,8260)) ?(33,a(8415,8259)) ?(34,a(8415,8258)) ?(35,a(8415,8225)) ?(36,a(8415,8223)) ?(37,a(8415,8220)) ?(38,a(8415,8219)) ?(39,a(8415,8218)) ?(40,a(8415,8217)) ?(41,a(8415,8216)) ?(42,a(8415,8215)) ?(43,a(8415,8214)) ?(44,a(8415,8213)) ?(45,a(8415,8212)) ?(46,a(8415,8179)) ?(47,a(8415,8177)) ?(48,a(8415,8174)) ?(49,a(8415,8173)) ?(50,a(8415,8172))  (7831 tests, cond 2)
		n1 false (test_time = 18.5931)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 512.462)
search: ww_adaptive: found best (time_taken = 0.442316)
	variant  1701/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 1)
		n1 false (test_time = 19.2308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447797)
	variant  1702/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 50)
		n1 false (test_time = 18.4603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433065)
	variant  1703/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 49)
		n1 false (test_time = 19.1859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417303)
	variant  1704/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 48)
		n1 false (test_time = 18.5367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412222)
	variant  1705/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 47)
		n1 false (test_time = 18.6274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401945)
	variant  1706/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 46)
		n1 false (test_time = 18.9887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390827)
	variant  1707/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 45)
		n1 false (test_time = 18.6183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397187)
	variant  1708/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 44)
		n1 false (test_time = 19.261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38924)
	variant  1709/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 43)
		n1 false (test_time = 18.6177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376961)
	variant  1710/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 42)
		n1 false (test_time = 18.7684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352226)
	variant  1711/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 41)
		n1 false (test_time = 18.6432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35526)
	variant  1712/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 40)
		n1 false (test_time = 19.042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344275)
	variant  1713/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 39)
		n1 false (test_time = 18.4658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338101)
	variant  1714/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 38)
		n1 false (test_time = 18.6094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327444)
	variant  1715/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 37)
		n1 false (test_time = 18.6806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308633)
	variant  1716/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 36)
		n1 false (test_time = 18.6781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300275)
	variant  1717/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 35)
		n1 false (test_time = 18.567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294651)
	variant  1718/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 34)
		n1 false (test_time = 18.7777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28563)
	variant  1719/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 33)
		n1 false (test_time = 18.8786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277327)
	variant  1720/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 32)
		n1 false (test_time = 18.598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270932)
	variant  1721/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 31)
		n1 false (test_time = 19.3831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267946)
	variant  1722/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 30)
		n1 false (test_time = 18.7261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246457)
	variant  1723/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 29)
		n1 false (test_time = 18.1064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238379)
	variant  1724/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 28)
		n1 false (test_time = 18.5271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22351)
	variant  1725/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 27)
		n1 false (test_time = 18.5916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217381)
	variant  1726/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 26)
		n1 false (test_time = 18.1665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214983)
	variant  1727/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 25)
		n1 false (test_time = 19.087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222061)
	variant  1728/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 24)
		n1 false (test_time = 19.3008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193224)
	variant  1729/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 23)
		n1 false (test_time = 18.4155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185021)
	variant  1730/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 22)
		n1 false (test_time = 18.8506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178575)
	variant  1731/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 21)
		n1 false (test_time = 18.693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169503)
	variant  1732/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 20)
		n1 false (test_time = 18.6883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166197)
	variant  1733/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 19)
		n1 false (test_time = 18.8554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157832)
	variant  1734/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 18)
		n1 false (test_time = 18.6744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147259)
	variant  1735/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 17)
		n1 false (test_time = 18.6446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129373)
	variant  1736/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 16)
		n1 false (test_time = 18.9443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14743)
	variant  1737/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 15)
		n1 false (test_time = 19.2949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111256)
	variant  1738/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 14)
		n1 false (test_time = 18.7734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103428)
	variant  1739/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 13)
		n1 false (test_time = 18.5298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099545)
	variant  1740/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 12)
		n1 false (test_time = 19.1214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0907052)
	variant  1741/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.2698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.078433)
	variant  1742/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 10)
		n1 false (test_time = 18.3973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068918)
	variant  1743/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 9)
		n1 false (test_time = 18.9958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057924)
	variant  1744/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 8)
		n1 false (test_time = 18.1045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046267)
	variant  1745/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 7)
		n1 false (test_time = 18.651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0410829)
	variant  1746/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 6)
		n1 false (test_time = 19.1903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0275831)
	variant  1747/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 5)
		n1 false (test_time = 18.6673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.022125)
	variant  1748/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 4)
		n1 false (test_time = 18.1048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00983286)
	variant  1749/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 3)
		n1 false (test_time = 18.7537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 5.96046e-06)
	variant  1750/57423 = ?(1,a(8415,8139)) ?(2,a(8415,8137)) ?(3,a(8415,8134)) ?(4,a(8415,8133)) ?(5,a(8415,8132)) ?(6,a(8415,8099)) ?(7,a(8415,8097)) ?(8,a(8415,8094)) ?(9,a(8415,8093)) ?(10,a(8415,8092)) ?(11,a(8415,8059)) ?(12,a(8415,8057)) ?(13,a(8415,8054)) ?(14,a(8415,8022)) ?(15,a(8415,8020)) ?(16,a(8415,8017)) ?(17,a(8415,7985)) ?(18,a(8415,7983)) ?(19,a(8415,7980)) ?(20,a(8415,7979)) ?(21,a(8415,7947)) ?(22,a(8415,7945)) ?(23,a(8415,7940)) ?(24,a(8415,7939)) ?(25,a(8415,7937)) ?(26,a(8415,4493)) ?(27,a(8415,4388)) ?(28,a(8415,4173)) ?(29,a(8415,3694)) ?(30,a(8415,3629)) ?(31,a(8415,2688)) ?(32,a(8414,8431)) ?(33,a(8414,8430)) ?(34,a(8414,8429)) ?(35,a(8414,8428)) ?(36,a(8414,8426)) ?(37,a(8414,8425)) ?(38,a(8414,8424)) ?(39,a(8414,8391)) ?(40,a(8414,8389)) ?(41,a(8414,8386)) ?(42,a(8414,8385)) ?(43,a(8414,8384)) ?(44,a(8414,8351)) ?(45,a(8414,8349)) ?(46,a(8414,8346)) ?(47,a(8414,8345)) ?(48,a(8414,8344)) ?(49,a(8414,8343)) ?(50,a(8414,8342))  (7831 tests, cond 2)
		n1 false (test_time = 18.6594)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 510.984)
search: ww_adaptive: found best (time_taken = 0.443407)
	variant  1751/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 1)
		n1 false (test_time = 18.842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43666)
	variant  1752/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 50)
		n1 false (test_time = 18.8427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425637)
	variant  1753/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 49)
		n1 false (test_time = 18.5281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422338)
	variant  1754/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 48)
		n1 false (test_time = 18.4799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402655)
	variant  1755/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 47)
		n1 false (test_time = 18.6411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403172)
	variant  1756/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 46)
		n1 false (test_time = 18.4539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403445)
	variant  1757/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 45)
		n1 false (test_time = 19.8238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413539)
	variant  1758/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 44)
		n1 false (test_time = 19.0723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384771)
	variant  1759/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 43)
		n1 false (test_time = 19.0293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406006)
	variant  1760/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 42)
		n1 false (test_time = 19.7264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358399)
	variant  1761/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 41)
		n1 false (test_time = 18.6147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347069)
	variant  1762/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 40)
		n1 false (test_time = 18.7156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365937)
	variant  1763/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 39)
		n1 false (test_time = 19.0309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326485)
	variant  1764/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.5204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332568)
	variant  1765/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 37)
		n1 false (test_time = 19.1746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333152)
	variant  1766/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 36)
		n1 false (test_time = 19.7131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313692)
	variant  1767/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 35)
		n1 false (test_time = 18.7768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296631)
	variant  1768/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.4302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282585)
	variant  1769/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 33)
		n1 false (test_time = 18.7166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283266)
	variant  1770/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 32)
		n1 false (test_time = 18.5016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273401)
	variant  1771/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 31)
		n1 false (test_time = 18.4597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252323)
	variant  1772/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 30)
		n1 false (test_time = 19.4596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251721)
	variant  1773/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 29)
		n1 false (test_time = 18.7006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248076)
	variant  1774/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 28)
		n1 false (test_time = 18.5547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236832)
	variant  1775/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 27)
		n1 false (test_time = 19.5195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229303)
	variant  1776/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 26)
		n1 false (test_time = 19.1598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223494)
	variant  1777/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 25)
		n1 false (test_time = 18.474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202104)
	variant  1778/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 24)
		n1 false (test_time = 18.2959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189112)
	variant  1779/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 23)
		n1 false (test_time = 18.4295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183731)
	variant  1780/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 22)
		n1 false (test_time = 18.7554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172283)
	variant  1781/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 21)
		n1 false (test_time = 19.2744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168252)
	variant  1782/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 20)
		n1 false (test_time = 18.5445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165614)
	variant  1783/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 19)
		n1 false (test_time = 18.7992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149427)
	variant  1784/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 18)
		n1 false (test_time = 18.7478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141812)
	variant  1785/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.6165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128543)
	variant  1786/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 16)
		n1 false (test_time = 18.8542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123671)
	variant  1787/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 15)
		n1 false (test_time = 19.2495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114837)
	variant  1788/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.6321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102742)
	variant  1789/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 13)
		n1 false (test_time = 18.6723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0918169)
	variant  1790/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 12)
		n1 false (test_time = 18.8448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0835111)
	variant  1791/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 11)
		n1 false (test_time = 19.1539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0735519)
	variant  1792/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 10)
		n1 false (test_time = 18.9791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0670869)
	variant  1793/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 9)
		n1 false (test_time = 19.0744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0551381)
	variant  1794/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.7013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0475061)
	variant  1795/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 7)
		n1 false (test_time = 18.5798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0390048)
	variant  1796/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 6)
		n1 false (test_time = 19.0616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030149)
	variant  1797/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.8079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190759)
	variant  1798/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 4)
		n1 false (test_time = 18.5499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0097692)
	variant  1799/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 3)
		n1 false (test_time = 19.1859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.3113e-05)
	variant  1800/57423 = ?(1,a(8414,8341)) ?(2,a(8414,8340)) ?(3,a(8414,8339)) ?(4,a(8414,8306)) ?(5,a(8414,8304)) ?(6,a(8414,8301)) ?(7,a(8414,8268)) ?(8,a(8414,8266)) ?(9,a(8414,8263)) ?(10,a(8414,8262)) ?(11,a(8414,8261)) ?(12,a(8414,8260)) ?(13,a(8414,8259)) ?(14,a(8414,8258)) ?(15,a(8414,8225)) ?(16,a(8414,8223)) ?(17,a(8414,8220)) ?(18,a(8414,8219)) ?(19,a(8414,8218)) ?(20,a(8414,8217)) ?(21,a(8414,8216)) ?(22,a(8414,8215)) ?(23,a(8414,8214)) ?(24,a(8414,8213)) ?(25,a(8414,8212)) ?(26,a(8414,8179)) ?(27,a(8414,8177)) ?(28,a(8414,8174)) ?(29,a(8414,8173)) ?(30,a(8414,8172)) ?(31,a(8414,8139)) ?(32,a(8414,8137)) ?(33,a(8414,8134)) ?(34,a(8414,8133)) ?(35,a(8414,8132)) ?(36,a(8414,8099)) ?(37,a(8414,8097)) ?(38,a(8414,8094)) ?(39,a(8414,8093)) ?(40,a(8414,8092)) ?(41,a(8414,8059)) ?(42,a(8414,8057)) ?(43,a(8414,8054)) ?(44,a(8414,8022)) ?(45,a(8414,8020)) ?(46,a(8414,8017)) ?(47,a(8414,7985)) ?(48,a(8414,7983)) ?(49,a(8414,7980)) ?(50,a(8414,7979))  (7831 tests, cond 2)
		n1 false (test_time = 18.579)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.326)
search: ww_adaptive: found best (time_taken = 0.444014)
	variant  1801/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 1)
		n1 false (test_time = 19.9393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.467992)
	variant  1802/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 50)
		n1 false (test_time = 19.3795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447765)
	variant  1803/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 49)
		n1 false (test_time = 19.2207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433018)
	variant  1804/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 48)
		n1 false (test_time = 18.7862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416615)
	variant  1805/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 47)
		n1 false (test_time = 18.944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402583)
	variant  1806/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 46)
		n1 false (test_time = 18.4456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393875)
	variant  1807/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 45)
		n1 false (test_time = 19.1437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381176)
	variant  1808/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 44)
		n1 false (test_time = 19.0169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383623)
	variant  1809/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 43)
		n1 false (test_time = 18.5131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38146)
	variant  1810/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 42)
		n1 false (test_time = 18.9769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389544)
	variant  1811/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 41)
		n1 false (test_time = 18.6233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344212)
	variant  1812/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 40)
		n1 false (test_time = 18.7645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333524)
	variant  1813/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 39)
		n1 false (test_time = 19.0797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326704)
	variant  1814/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 38)
		n1 false (test_time = 18.6159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323411)
	variant  1815/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 37)
		n1 false (test_time = 18.5841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312286)
	variant  1816/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 36)
		n1 false (test_time = 20.0545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319109)
	variant  1817/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 35)
		n1 false (test_time = 18.643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302133)
	variant  1818/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 34)
		n1 false (test_time = 18.693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281901)
	variant  1819/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 33)
		n1 false (test_time = 18.8735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286947)
	variant  1820/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 32)
		n1 false (test_time = 18.7244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274315)
	variant  1821/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 31)
		n1 false (test_time = 18.3202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25734)
	variant  1822/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 30)
		n1 false (test_time = 19.0333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255987)
	variant  1823/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 29)
		n1 false (test_time = 18.9487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236748)
	variant  1824/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 28)
		n1 false (test_time = 18.778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248797)
	variant  1825/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 27)
		n1 false (test_time = 18.8316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224306)
	variant  1826/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 26)
		n1 false (test_time = 18.5562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214401)
	variant  1827/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 25)
		n1 false (test_time = 18.9474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218309)
	variant  1828/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 24)
		n1 false (test_time = 19.6352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193386)
	variant  1829/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 23)
		n1 false (test_time = 18.7381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187748)
	variant  1830/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185544)
	variant  1831/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 21)
		n1 false (test_time = 18.54)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169968)
	variant  1832/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 20)
		n1 false (test_time = 18.9165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157567)
	variant  1833/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 19)
		n1 false (test_time = 18.5478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149292)
	variant  1834/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 18)
		n1 false (test_time = 19.1221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150957)
	variant  1835/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 17)
		n1 false (test_time = 18.6432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13568)
	variant  1836/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 16)
		n1 false (test_time = 18.2252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122599)
	variant  1837/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 15)
		n1 false (test_time = 18.7297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113073)
	variant  1838/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 14)
		n1 false (test_time = 19.6732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099401)
	variant  1839/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 13)
		n1 false (test_time = 19.8376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094748)
	variant  1840/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 12)
		n1 false (test_time = 18.6591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085094)
	variant  1841/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 11)
		n1 false (test_time = 18.8391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0791519)
	variant  1842/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 10)
		n1 false (test_time = 18.3374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0655041)
	variant  1843/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 9)
		n1 false (test_time = 18.1417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0561719)
	variant  1844/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 8)
		n1 false (test_time = 18.7599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0472229)
	variant  1845/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 7)
		n1 false (test_time = 19.0319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037432)
	variant  1846/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 6)
		n1 false (test_time = 18.2535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.032109)
	variant  1847/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 5)
		n1 false (test_time = 19.4263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019105)
	variant  1848/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 4)
		n1 false (test_time = 18.6014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00971198)
	variant  1849/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 3)
		n1 false (test_time = 18.6497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  1850/57423 = ?(1,a(8414,7947)) ?(2,a(8414,7945)) ?(3,a(8414,7940)) ?(4,a(8414,7939)) ?(5,a(8414,7937)) ?(6,a(8414,4493)) ?(7,a(8414,4388)) ?(8,a(8414,4173)) ?(9,a(8414,3694)) ?(10,a(8414,3629)) ?(11,a(8414,2688)) ?(12,a(8413,8431)) ?(13,a(8413,8430)) ?(14,a(8413,8429)) ?(15,a(8413,8428)) ?(16,a(8413,8426)) ?(17,a(8413,8425)) ?(18,a(8413,8424)) ?(19,a(8413,8391)) ?(20,a(8413,8389)) ?(21,a(8413,8386)) ?(22,a(8413,8385)) ?(23,a(8413,8384)) ?(24,a(8413,8351)) ?(25,a(8413,8349)) ?(26,a(8413,8346)) ?(27,a(8413,8345)) ?(28,a(8413,8344)) ?(29,a(8413,8343)) ?(30,a(8413,8342)) ?(31,a(8413,8341)) ?(32,a(8413,8340)) ?(33,a(8413,8339)) ?(34,a(8413,8306)) ?(35,a(8413,8304)) ?(36,a(8413,8301)) ?(37,a(8413,8268)) ?(38,a(8413,8266)) ?(39,a(8413,8263)) ?(40,a(8413,8262)) ?(41,a(8413,8261)) ?(42,a(8413,8260)) ?(43,a(8413,8259)) ?(44,a(8413,8258)) ?(45,a(8413,8225)) ?(46,a(8413,8223)) ?(47,a(8413,8220)) ?(48,a(8413,8219)) ?(49,a(8413,8218)) ?(50,a(8413,8217))  (7831 tests, cond 2)
		n1 false (test_time = 19.3547)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 514.19)
search: ww_adaptive: found best (time_taken = 0.455149)
	variant  1851/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 1)
		n1 false (test_time = 19.9238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.458254)
	variant  1852/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 50)
		n1 false (test_time = 18.77)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43021)
	variant  1853/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 49)
		n1 false (test_time = 19.5761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417346)
	variant  1854/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 48)
		n1 false (test_time = 18.7705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427821)
	variant  1855/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 47)
		n1 false (test_time = 18.1697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42022)
	variant  1856/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 46)
		n1 false (test_time = 18.5346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393649)
	variant  1857/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 45)
		n1 false (test_time = 19.6092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403679)
	variant  1858/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 44)
		n1 false (test_time = 19.4797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394057)
	variant  1859/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 43)
		n1 false (test_time = 18.6518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374699)
	variant  1860/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 42)
		n1 false (test_time = 18.5098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358149)
	variant  1861/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 41)
		n1 false (test_time = 18.8886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361635)
	variant  1862/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 40)
		n1 false (test_time = 18.148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345055)
	variant  1863/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 39)
		n1 false (test_time = 18.5023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337992)
	variant  1864/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 38)
		n1 false (test_time = 18.5565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335399)
	variant  1865/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321255)
	variant  1866/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 36)
		n1 false (test_time = 18.3695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330794)
	variant  1867/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 35)
		n1 false (test_time = 18.6187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289249)
	variant  1868/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 34)
		n1 false (test_time = 18.6938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299677)
	variant  1869/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 33)
		n1 false (test_time = 18.6774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286345)
	variant  1870/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 32)
		n1 false (test_time = 19.7391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27153)
	variant  1871/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 31)
		n1 false (test_time = 18.6308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257971)
	variant  1872/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 30)
		n1 false (test_time = 18.5496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244566)
	variant  1873/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 29)
		n1 false (test_time = 19.76)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241626)
	variant  1874/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 28)
		n1 false (test_time = 18.9019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231473)
	variant  1875/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 27)
		n1 false (test_time = 18.6503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227243)
	variant  1876/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 26)
		n1 false (test_time = 18.7724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222931)
	variant  1877/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 25)
		n1 false (test_time = 19.2302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203113)
	variant  1878/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 24)
		n1 false (test_time = 18.6404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196193)
	variant  1879/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 23)
		n1 false (test_time = 19.0043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189892)
	variant  1880/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 22)
		n1 false (test_time = 18.839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174396)
	variant  1881/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 21)
		n1 false (test_time = 18.6679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168254)
	variant  1882/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 20)
		n1 false (test_time = 19.4068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160171)
	variant  1883/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 19)
		n1 false (test_time = 18.9291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150704)
	variant  1884/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 18)
		n1 false (test_time = 18.5815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140012)
	variant  1885/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 17)
		n1 false (test_time = 19.0452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129825)
	variant  1886/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 16)
		n1 false (test_time = 18.6649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1218)
	variant  1887/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 15)
		n1 false (test_time = 18.7144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110254)
	variant  1888/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 14)
		n1 false (test_time = 18.8966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1106)
	variant  1889/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 13)
		n1 false (test_time = 19.1514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0914359)
	variant  1890/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 12)
		n1 false (test_time = 18.635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.089067)
	variant  1891/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 11)
		n1 false (test_time = 18.794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0735021)
	variant  1892/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 10)
		n1 false (test_time = 19.0575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063525)
	variant  1893/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 9)
		n1 false (test_time = 18.6757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057251)
	variant  1894/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 8)
		n1 false (test_time = 18.9824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0507669)
	variant  1895/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 7)
		n1 false (test_time = 18.7541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0389979)
	variant  1896/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 6)
		n1 false (test_time = 19.0653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0274251)
	variant  1897/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 5)
		n1 false (test_time = 19.5993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0188701)
	variant  1898/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.9469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00974321)
	variant  1899/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 3)
		n1 false (test_time = 19.0794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  1900/57423 = ?(1,a(8413,8216)) ?(2,a(8413,8215)) ?(3,a(8413,8214)) ?(4,a(8413,8213)) ?(5,a(8413,8212)) ?(6,a(8413,8179)) ?(7,a(8413,8177)) ?(8,a(8413,8174)) ?(9,a(8413,8173)) ?(10,a(8413,8172)) ?(11,a(8413,8139)) ?(12,a(8413,8137)) ?(13,a(8413,8134)) ?(14,a(8413,8133)) ?(15,a(8413,8132)) ?(16,a(8413,8099)) ?(17,a(8413,8097)) ?(18,a(8413,8094)) ?(19,a(8413,8093)) ?(20,a(8413,8092)) ?(21,a(8413,8059)) ?(22,a(8413,8057)) ?(23,a(8413,8054)) ?(24,a(8413,8022)) ?(25,a(8413,8020)) ?(26,a(8413,8017)) ?(27,a(8413,7985)) ?(28,a(8413,7983)) ?(29,a(8413,7980)) ?(30,a(8413,7979)) ?(31,a(8413,7947)) ?(32,a(8413,7945)) ?(33,a(8413,7940)) ?(34,a(8413,7939)) ?(35,a(8413,7937)) ?(36,a(8413,4493)) ?(37,a(8413,4388)) ?(38,a(8413,4173)) ?(39,a(8413,3694)) ?(40,a(8413,3629)) ?(41,a(8413,2688)) ?(42,a(8412,8431)) ?(43,a(8412,8430)) ?(44,a(8412,8429)) ?(45,a(8412,8428)) ?(46,a(8412,8426)) ?(47,a(8412,8425)) ?(48,a(8412,8424)) ?(49,a(8412,8391)) ?(50,a(8412,8389))  (7831 tests, cond 2)
		n1 false (test_time = 19.4861)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 510.991)
search: ww_adaptive: found best (time_taken = 0.445808)
	variant  1901/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 1)
		n1 false (test_time = 18.9928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444358)
	variant  1902/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 50)
		n1 false (test_time = 18.9763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442737)
	variant  1903/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 49)
		n1 false (test_time = 19.1594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440491)
	variant  1904/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 48)
		n1 false (test_time = 18.716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40782)
	variant  1905/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 47)
		n1 false (test_time = 19.1896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402345)
	variant  1906/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 46)
		n1 false (test_time = 18.7251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403571)
	variant  1907/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 45)
		n1 false (test_time = 18.6348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389037)
	variant  1908/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 44)
		n1 false (test_time = 19.29)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396634)
	variant  1909/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 43)
		n1 false (test_time = 19.2389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373872)
	variant  1910/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 42)
		n1 false (test_time = 18.8416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36772)
	variant  1911/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 41)
		n1 false (test_time = 19.0528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356798)
	variant  1912/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 40)
		n1 false (test_time = 19.1294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353415)
	variant  1913/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 39)
		n1 false (test_time = 18.8923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343147)
	variant  1914/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 38)
		n1 false (test_time = 18.554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320833)
	variant  1915/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 37)
		n1 false (test_time = 18.8266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31532)
	variant  1916/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 36)
		n1 false (test_time = 18.5776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324585)
	variant  1917/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 35)
		n1 false (test_time = 20.5177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296032)
	variant  1918/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 34)
		n1 false (test_time = 19.8485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28974)
	variant  1919/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 33)
		n1 false (test_time = 18.3188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291225)
	variant  1920/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 32)
		n1 false (test_time = 18.7524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29045)
	variant  1921/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 31)
		n1 false (test_time = 18.5663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256196)
	variant  1922/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 30)
		n1 false (test_time = 18.8925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254457)
	variant  1923/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 29)
		n1 false (test_time = 19.2306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241878)
	variant  1924/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 28)
		n1 false (test_time = 19.0946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237036)
	variant  1925/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 27)
		n1 false (test_time = 18.6678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231391)
	variant  1926/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 26)
		n1 false (test_time = 19.3908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214862)
	variant  1927/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 25)
		n1 false (test_time = 18.7231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213821)
	variant  1928/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 24)
		n1 false (test_time = 18.7889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20971)
	variant  1929/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 23)
		n1 false (test_time = 19.3269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190642)
	variant  1930/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 22)
		n1 false (test_time = 19.184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178172)
	variant  1931/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 21)
		n1 false (test_time = 18.8991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161722)
	variant  1932/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 20)
		n1 false (test_time = 19.7655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167613)
	variant  1933/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 19)
		n1 false (test_time = 18.8)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150143)
	variant  1934/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 18)
		n1 false (test_time = 18.7178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135623)
	variant  1935/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 17)
		n1 false (test_time = 19.5098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.133584)
	variant  1936/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 16)
		n1 false (test_time = 18.9648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123272)
	variant  1937/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 15)
		n1 false (test_time = 18.5664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113649)
	variant  1938/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 14)
		n1 false (test_time = 19.4166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104057)
	variant  1939/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 13)
		n1 false (test_time = 19.0518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0947611)
	variant  1940/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 12)
		n1 false (test_time = 19.1729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0825958)
	variant  1941/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 11)
		n1 false (test_time = 18.7231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0766721)
	variant  1942/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 10)
		n1 false (test_time = 18.7027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0656011)
	variant  1943/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 9)
		n1 false (test_time = 18.7825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054924)
	variant  1944/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 8)
		n1 false (test_time = 19.4355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0500121)
	variant  1945/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 7)
		n1 false (test_time = 18.5993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036751)
	variant  1946/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 6)
		n1 false (test_time = 18.8126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027514)
	variant  1947/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 5)
		n1 false (test_time = 19.2301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0230031)
	variant  1948/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 4)
		n1 false (test_time = 19.0193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0097611)
	variant  1949/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 3)
		n1 false (test_time = 19.3291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 3.00407e-05)
	variant  1950/57423 = ?(1,a(8412,8386)) ?(2,a(8412,8385)) ?(3,a(8412,8384)) ?(4,a(8412,8351)) ?(5,a(8412,8349)) ?(6,a(8412,8346)) ?(7,a(8412,8345)) ?(8,a(8412,8344)) ?(9,a(8412,8343)) ?(10,a(8412,8342)) ?(11,a(8412,8341)) ?(12,a(8412,8340)) ?(13,a(8412,8339)) ?(14,a(8412,8306)) ?(15,a(8412,8304)) ?(16,a(8412,8301)) ?(17,a(8412,8268)) ?(18,a(8412,8266)) ?(19,a(8412,8263)) ?(20,a(8412,8262)) ?(21,a(8412,8261)) ?(22,a(8412,8260)) ?(23,a(8412,8259)) ?(24,a(8412,8258)) ?(25,a(8412,8225)) ?(26,a(8412,8223)) ?(27,a(8412,8220)) ?(28,a(8412,8219)) ?(29,a(8412,8218)) ?(30,a(8412,8217)) ?(31,a(8412,8216)) ?(32,a(8412,8215)) ?(33,a(8412,8214)) ?(34,a(8412,8213)) ?(35,a(8412,8212)) ?(36,a(8412,8179)) ?(37,a(8412,8177)) ?(38,a(8412,8174)) ?(39,a(8412,8173)) ?(40,a(8412,8172)) ?(41,a(8412,8139)) ?(42,a(8412,8137)) ?(43,a(8412,8134)) ?(44,a(8412,8133)) ?(45,a(8412,8132)) ?(46,a(8412,8099)) ?(47,a(8412,8097)) ?(48,a(8412,8094)) ?(49,a(8412,8093)) ?(50,a(8412,8092))  (7831 tests, cond 2)
		n1 false (test_time = 19.6169)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.913)
search: ww_adaptive: found best (time_taken = 0.441583)
	variant  1951/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 1)
		n1 false (test_time = 19.1551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439287)
	variant  1952/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 50)
		n1 false (test_time = 19.9876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44733)
	variant  1953/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 49)
		n1 false (test_time = 18.6067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434458)
	variant  1954/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 48)
		n1 false (test_time = 18.948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422059)
	variant  1955/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 47)
		n1 false (test_time = 19.2217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405198)
	variant  1956/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 46)
		n1 false (test_time = 18.8352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413881)
	variant  1957/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 45)
		n1 false (test_time = 18.7273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40089)
	variant  1958/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 44)
		n1 false (test_time = 19.4109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395704)
	variant  1959/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 43)
		n1 false (test_time = 19.094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369667)
	variant  1960/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 42)
		n1 false (test_time = 18.6484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360707)
	variant  1961/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 41)
		n1 false (test_time = 18.4755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350805)
	variant  1962/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 40)
		n1 false (test_time = 18.6042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347506)
	variant  1963/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 39)
		n1 false (test_time = 19.0985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340258)
	variant  1964/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 38)
		n1 false (test_time = 19.4173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32574)
	variant  1965/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 37)
		n1 false (test_time = 19.1755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316332)
	variant  1966/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 36)
		n1 false (test_time = 19.3298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298501)
	variant  1967/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 35)
		n1 false (test_time = 18.941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300197)
	variant  1968/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 34)
		n1 false (test_time = 18.7217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283243)
	variant  1969/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 33)
		n1 false (test_time = 18.6558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283936)
	variant  1970/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 32)
		n1 false (test_time = 19.0253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266966)
	variant  1971/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 31)
		n1 false (test_time = 18.5234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25665)
	variant  1972/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 30)
		n1 false (test_time = 18.9957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252665)
	variant  1973/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 29)
		n1 false (test_time = 19.7308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263686)
	variant  1974/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 28)
		n1 false (test_time = 18.7805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233288)
	variant  1975/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 27)
		n1 false (test_time = 18.8341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215005)
	variant  1976/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 26)
		n1 false (test_time = 18.3524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211486)
	variant  1977/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 25)
		n1 false (test_time = 19.2692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209282)
	variant  1978/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 24)
		n1 false (test_time = 19.168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195492)
	variant  1979/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 23)
		n1 false (test_time = 18.9265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195143)
	variant  1980/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 22)
		n1 false (test_time = 18.6785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182636)
	variant  1981/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 21)
		n1 false (test_time = 18.8605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17443)
	variant  1982/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 20)
		n1 false (test_time = 19.1246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162066)
	variant  1983/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 19)
		n1 false (test_time = 19.081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14755)
	variant  1984/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 18)
		n1 false (test_time = 18.348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140097)
	variant  1985/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 17)
		n1 false (test_time = 19.2161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132856)
	variant  1986/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 16)
		n1 false (test_time = 18.2439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128565)
	variant  1987/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 15)
		n1 false (test_time = 18.6312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109766)
	variant  1988/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 14)
		n1 false (test_time = 19.1291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103659)
	variant  1989/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 13)
		n1 false (test_time = 19.2209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0965729)
	variant  1990/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 12)
		n1 false (test_time = 18.9235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.080996)
	variant  1991/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 11)
		n1 false (test_time = 18.7895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0754731)
	variant  1992/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 10)
		n1 false (test_time = 18.7296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0643389)
	variant  1993/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 9)
		n1 false (test_time = 18.8711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0539989)
	variant  1994/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 8)
		n1 false (test_time = 18.6308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0466149)
	variant  1995/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 7)
		n1 false (test_time = 18.9962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0364671)
	variant  1996/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 6)
		n1 false (test_time = 18.7271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0325251)
	variant  1997/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 5)
		n1 false (test_time = 18.9167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018981)
	variant  1998/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 4)
		n1 false (test_time = 18.5824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100839)
	variant  1999/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 3)
		n1 false (test_time = 18.9589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  2000/57423 = ?(1,a(8412,8059)) ?(2,a(8412,8057)) ?(3,a(8412,8054)) ?(4,a(8412,8022)) ?(5,a(8412,8020)) ?(6,a(8412,8017)) ?(7,a(8412,7985)) ?(8,a(8412,7983)) ?(9,a(8412,7980)) ?(10,a(8412,7979)) ?(11,a(8412,7947)) ?(12,a(8412,7945)) ?(13,a(8412,7940)) ?(14,a(8412,7939)) ?(15,a(8412,7937)) ?(16,a(8412,4493)) ?(17,a(8412,4388)) ?(18,a(8412,4173)) ?(19,a(8412,3694)) ?(20,a(8412,3629)) ?(21,a(8412,2688)) ?(22,a(8411,8431)) ?(23,a(8411,8430)) ?(24,a(8411,8429)) ?(25,a(8411,8428)) ?(26,a(8411,8426)) ?(27,a(8411,8425)) ?(28,a(8411,8424)) ?(29,a(8411,8391)) ?(30,a(8411,8389)) ?(31,a(8411,8386)) ?(32,a(8411,8385)) ?(33,a(8411,8384)) ?(34,a(8411,8351)) ?(35,a(8411,8349)) ?(36,a(8411,8346)) ?(37,a(8411,8345)) ?(38,a(8411,8344)) ?(39,a(8411,8343)) ?(40,a(8411,8342)) ?(41,a(8411,8341)) ?(42,a(8411,8340)) ?(43,a(8411,8339)) ?(44,a(8411,8306)) ?(45,a(8411,8304)) ?(46,a(8411,8301)) ?(47,a(8411,8268)) ?(48,a(8411,8266)) ?(49,a(8411,8263)) ?(50,a(8411,8262))  (7831 tests, cond 2)
		n1 false (test_time = 18.7048)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 510.631)
search: ww_adaptive: found best (time_taken = 0.445887)
	variant  2001/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 1)
		n1 false (test_time = 19.1805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430125)
	variant  2002/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 50)
		n1 false (test_time = 18.7136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436059)
	variant  2003/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 49)
		n1 false (test_time = 18.5218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421038)
	variant  2004/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 48)
		n1 false (test_time = 18.5168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423283)
	variant  2005/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 47)
		n1 false (test_time = 18.5681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405268)
	variant  2006/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 46)
		n1 false (test_time = 18.3934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391256)
	variant  2007/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 45)
		n1 false (test_time = 18.6281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390976)
	variant  2008/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 44)
		n1 false (test_time = 19.2714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392452)
	variant  2009/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 43)
		n1 false (test_time = 19.1347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389048)
	variant  2010/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 42)
		n1 false (test_time = 18.562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361455)
	variant  2011/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 41)
		n1 false (test_time = 18.8446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357772)
	variant  2012/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 40)
		n1 false (test_time = 19.1699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339374)
	variant  2013/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 39)
		n1 false (test_time = 18.8432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328621)
	variant  2014/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 38)
		n1 false (test_time = 18.8834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334589)
	variant  2015/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 37)
		n1 false (test_time = 18.539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310134)
	variant  2016/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 36)
		n1 false (test_time = 19.1594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317119)
	variant  2017/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 35)
		n1 false (test_time = 19.2034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298027)
	variant  2018/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 34)
		n1 false (test_time = 19.5813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296643)
	variant  2019/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 33)
		n1 false (test_time = 18.6744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280507)
	variant  2020/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 32)
		n1 false (test_time = 19.0257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263268)
	variant  2021/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 31)
		n1 false (test_time = 18.9403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277025)
	variant  2022/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 30)
		n1 false (test_time = 18.8027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248627)
	variant  2023/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 29)
		n1 false (test_time = 19.0712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25705)
	variant  2024/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 28)
		n1 false (test_time = 18.7733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228743)
	variant  2025/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 27)
		n1 false (test_time = 19.0245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224998)
	variant  2026/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 26)
		n1 false (test_time = 18.9198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212684)
	variant  2027/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 25)
		n1 false (test_time = 18.5125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204397)
	variant  2028/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 24)
		n1 false (test_time = 18.1839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195622)
	variant  2029/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 23)
		n1 false (test_time = 19.4027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198984)
	variant  2030/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 22)
		n1 false (test_time = 18.8791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179067)
	variant  2031/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 21)
		n1 false (test_time = 19.1232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178264)
	variant  2032/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 20)
		n1 false (test_time = 18.6727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159835)
	variant  2033/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 19)
		n1 false (test_time = 19.0314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149822)
	variant  2034/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 18)
		n1 false (test_time = 18.2575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147124)
	variant  2035/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 17)
		n1 false (test_time = 18.6419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138761)
	variant  2036/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 16)
		n1 false (test_time = 18.8321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135049)
	variant  2037/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 15)
		n1 false (test_time = 19.264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118953)
	variant  2038/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 14)
		n1 false (test_time = 18.355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107722)
	variant  2039/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 13)
		n1 false (test_time = 19.0759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0977471)
	variant  2040/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 12)
		n1 false (test_time = 19.6083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087914)
	variant  2041/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 11)
		n1 false (test_time = 19.1396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0787368)
	variant  2042/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 10)
		n1 false (test_time = 19.3572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066746)
	variant  2043/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 9)
		n1 false (test_time = 18.9982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0615571)
	variant  2044/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 8)
		n1 false (test_time = 18.7186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0461581)
	variant  2045/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 7)
		n1 false (test_time = 18.999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0384381)
	variant  2046/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 6)
		n1 false (test_time = 18.994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.029283)
	variant  2047/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 5)
		n1 false (test_time = 18.7115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0183079)
	variant  2048/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 4)
		n1 false (test_time = 19.9381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0127139)
	variant  2049/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 3)
		n1 false (test_time = 19.263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  2050/57423 = ?(1,a(8411,8261)) ?(2,a(8411,8260)) ?(3,a(8411,8259)) ?(4,a(8411,8258)) ?(5,a(8411,8225)) ?(6,a(8411,8223)) ?(7,a(8411,8220)) ?(8,a(8411,8219)) ?(9,a(8411,8218)) ?(10,a(8411,8217)) ?(11,a(8411,8216)) ?(12,a(8411,8215)) ?(13,a(8411,8214)) ?(14,a(8411,8213)) ?(15,a(8411,8212)) ?(16,a(8411,8179)) ?(17,a(8411,8177)) ?(18,a(8411,8174)) ?(19,a(8411,8173)) ?(20,a(8411,8172)) ?(21,a(8411,8139)) ?(22,a(8411,8137)) ?(23,a(8411,8134)) ?(24,a(8411,8133)) ?(25,a(8411,8132)) ?(26,a(8411,8099)) ?(27,a(8411,8097)) ?(28,a(8411,8094)) ?(29,a(8411,8093)) ?(30,a(8411,8092)) ?(31,a(8411,8059)) ?(32,a(8411,8057)) ?(33,a(8411,8054)) ?(34,a(8411,8022)) ?(35,a(8411,8020)) ?(36,a(8411,8017)) ?(37,a(8411,7985)) ?(38,a(8411,7983)) ?(39,a(8411,7980)) ?(40,a(8411,7979)) ?(41,a(8411,7947)) ?(42,a(8411,7945)) ?(43,a(8411,7940)) ?(44,a(8411,7939)) ?(45,a(8411,7937)) ?(46,a(8411,4493)) ?(47,a(8411,4388)) ?(48,a(8411,4173)) ?(49,a(8411,3694)) ?(50,a(8411,3629))  (7831 tests, cond 2)
		n1 false (test_time = 18.6787)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.833)
search: ww_adaptive: found best (time_taken = 0.446807)
	variant  2051/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 1)
		n1 false (test_time = 19.3295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449296)
	variant  2052/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 50)
		n1 false (test_time = 19.1465)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.474503)
	variant  2053/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 49)
		n1 false (test_time = 18.9793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422065)
	variant  2054/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 48)
		n1 false (test_time = 18.4418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411859)
	variant  2055/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 47)
		n1 false (test_time = 19.5772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404842)
	variant  2056/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 46)
		n1 false (test_time = 18.7166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397374)
	variant  2057/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 45)
		n1 false (test_time = 18.8813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385125)
	variant  2058/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 44)
		n1 false (test_time = 18.7174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374251)
	variant  2059/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 43)
		n1 false (test_time = 19.4095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387219)
	variant  2060/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.1209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357593)
	variant  2061/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 41)
		n1 false (test_time = 18.7532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366187)
	variant  2062/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 40)
		n1 false (test_time = 19.0745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347097)
	variant  2063/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 39)
		n1 false (test_time = 18.9438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334548)
	variant  2064/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 38)
		n1 false (test_time = 19.0254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354871)
	variant  2065/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 37)
		n1 false (test_time = 18.848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309545)
	variant  2066/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 36)
		n1 false (test_time = 19.3433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309047)
	variant  2067/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 35)
		n1 false (test_time = 18.7235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315895)
	variant  2068/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 34)
		n1 false (test_time = 20.0346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291748)
	variant  2069/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 33)
		n1 false (test_time = 19.2274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290652)
	variant  2070/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 32)
		n1 false (test_time = 18.8038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274498)
	variant  2071/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 31)
		n1 false (test_time = 19.1351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284698)
	variant  2072/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 30)
		n1 false (test_time = 18.9105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252794)
	variant  2073/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 29)
		n1 false (test_time = 18.769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241404)
	variant  2074/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 28)
		n1 false (test_time = 19.6305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240786)
	variant  2075/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 27)
		n1 false (test_time = 19.9177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225749)
	variant  2076/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 26)
		n1 false (test_time = 18.7003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217277)
	variant  2077/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 25)
		n1 false (test_time = 18.9687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20517)
	variant  2078/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 24)
		n1 false (test_time = 18.8168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199741)
	variant  2079/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 23)
		n1 false (test_time = 18.935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189153)
	variant  2080/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 22)
		n1 false (test_time = 18.8513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17451)
	variant  2081/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 21)
		n1 false (test_time = 18.6564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168414)
	variant  2082/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 20)
		n1 false (test_time = 19.2357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164332)
	variant  2083/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 19)
		n1 false (test_time = 19.0235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148971)
	variant  2084/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 18)
		n1 false (test_time = 18.8112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151426)
	variant  2085/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 17)
		n1 false (test_time = 19.0551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13006)
	variant  2086/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 16)
		n1 false (test_time = 18.9919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121702)
	variant  2087/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 15)
		n1 false (test_time = 18.8567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111333)
	variant  2088/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 14)
		n1 false (test_time = 18.5193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108353)
	variant  2089/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 13)
		n1 false (test_time = 19.5547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113578)
	variant  2090/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 12)
		n1 false (test_time = 19.299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0877709)
	variant  2091/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 11)
		n1 false (test_time = 18.5106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0775208)
	variant  2092/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 10)
		n1 false (test_time = 19.0728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.067071)
	variant  2093/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 9)
		n1 false (test_time = 18.8034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0579438)
	variant  2094/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 8)
		n1 false (test_time = 18.9089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048624)
	variant  2095/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 7)
		n1 false (test_time = 18.939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0383999)
	variant  2096/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 6)
		n1 false (test_time = 18.4109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0278869)
	variant  2097/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 5)
		n1 false (test_time = 18.7274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020184)
	variant  2098/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 4)
		n1 false (test_time = 19.0622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100009)
	variant  2099/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 3)
		n1 false (test_time = 18.8019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.81198e-05)
	variant  2100/57423 = ?(1,a(8411,2688)) ?(2,a(8410,8431)) ?(3,a(8410,8430)) ?(4,a(8410,8429)) ?(5,a(8410,8428)) ?(6,a(8410,8426)) ?(7,a(8410,8425)) ?(8,a(8410,8424)) ?(9,a(8410,8391)) ?(10,a(8410,8389)) ?(11,a(8410,8386)) ?(12,a(8410,8385)) ?(13,a(8410,8384)) ?(14,a(8410,8351)) ?(15,a(8410,8349)) ?(16,a(8410,8346)) ?(17,a(8410,8345)) ?(18,a(8410,8344)) ?(19,a(8410,8343)) ?(20,a(8410,8342)) ?(21,a(8410,8341)) ?(22,a(8410,8340)) ?(23,a(8410,8339)) ?(24,a(8410,8306)) ?(25,a(8410,8304)) ?(26,a(8410,8301)) ?(27,a(8410,8268)) ?(28,a(8410,8266)) ?(29,a(8410,8263)) ?(30,a(8410,8262)) ?(31,a(8410,8261)) ?(32,a(8410,8260)) ?(33,a(8410,8259)) ?(34,a(8410,8258)) ?(35,a(8410,8225)) ?(36,a(8410,8223)) ?(37,a(8410,8220)) ?(38,a(8410,8219)) ?(39,a(8410,8218)) ?(40,a(8410,8217)) ?(41,a(8410,8216)) ?(42,a(8410,8215)) ?(43,a(8410,8214)) ?(44,a(8410,8213)) ?(45,a(8410,8212)) ?(46,a(8410,8179)) ?(47,a(8410,8177)) ?(48,a(8410,8174)) ?(49,a(8410,8173)) ?(50,a(8410,8172))  (7831 tests, cond 2)
		n1 false (test_time = 19.1671)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.896)
search: ww_adaptive: found best (time_taken = 0.44244)
	variant  2101/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 1)
		n1 false (test_time = 19.8318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449866)
	variant  2102/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 50)
		n1 false (test_time = 18.9172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.580712)
	variant  2103/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 49)
		n1 false (test_time = 18.9649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424852)
	variant  2104/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 48)
		n1 false (test_time = 18.6755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413803)
	variant  2105/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 47)
		n1 false (test_time = 19.6278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443269)
	variant  2106/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 46)
		n1 false (test_time = 19.439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398283)
	variant  2107/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 45)
		n1 false (test_time = 19.1072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387595)
	variant  2108/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 44)
		n1 false (test_time = 19.0668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397837)
	variant  2109/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 43)
		n1 false (test_time = 19.7046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367294)
	variant  2110/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 42)
		n1 false (test_time = 19.4169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386171)
	variant  2111/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 41)
		n1 false (test_time = 19.4832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357777)
	variant  2112/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 40)
		n1 false (test_time = 18.7144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347523)
	variant  2113/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 39)
		n1 false (test_time = 19.0499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357763)
	variant  2114/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 38)
		n1 false (test_time = 19.1909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331796)
	variant  2115/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 37)
		n1 false (test_time = 18.8553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312596)
	variant  2116/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 36)
		n1 false (test_time = 18.844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313359)
	variant  2117/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 35)
		n1 false (test_time = 19.7386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308288)
	variant  2118/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 34)
		n1 false (test_time = 18.9985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288074)
	variant  2119/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 33)
		n1 false (test_time = 19.346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287035)
	variant  2120/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 32)
		n1 false (test_time = 18.8123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287541)
	variant  2121/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 31)
		n1 false (test_time = 19.228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275371)
	variant  2122/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 30)
		n1 false (test_time = 18.5407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254673)
	variant  2123/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 29)
		n1 false (test_time = 18.9427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255736)
	variant  2124/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 28)
		n1 false (test_time = 19.2741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230486)
	variant  2125/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 27)
		n1 false (test_time = 18.8427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228096)
	variant  2126/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 26)
		n1 false (test_time = 18.4864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217017)
	variant  2127/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 25)
		n1 false (test_time = 18.9778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210099)
	variant  2128/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 24)
		n1 false (test_time = 18.8858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205084)
	variant  2129/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 23)
		n1 false (test_time = 19.4526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189903)
	variant  2130/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 22)
		n1 false (test_time = 19.1707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183679)
	variant  2131/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 21)
		n1 false (test_time = 19.5105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184029)
	variant  2132/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 20)
		n1 false (test_time = 19.3232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162178)
	variant  2133/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 19)
		n1 false (test_time = 19.3421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149124)
	variant  2134/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 18)
		n1 false (test_time = 18.9843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14565)
	variant  2135/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 17)
		n1 false (test_time = 18.8764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127562)
	variant  2136/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 16)
		n1 false (test_time = 19.7983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121981)
	variant  2137/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 15)
		n1 false (test_time = 18.9578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115873)
	variant  2138/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 14)
		n1 false (test_time = 18.7501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101835)
	variant  2139/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 13)
		n1 false (test_time = 19.7433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0951102)
	variant  2140/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 12)
		n1 false (test_time = 19.3429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0919309)
	variant  2141/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.3021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0780249)
	variant  2142/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 10)
		n1 false (test_time = 19.2367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064189)
	variant  2143/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 9)
		n1 false (test_time = 18.9825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0570951)
	variant  2144/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 8)
		n1 false (test_time = 18.5971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048347)
	variant  2145/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 7)
		n1 false (test_time = 19.5653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038954)
	variant  2146/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 6)
		n1 false (test_time = 19.7161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0295641)
	variant  2147/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 5)
		n1 false (test_time = 19.3233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020237)
	variant  2148/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 4)
		n1 false (test_time = 19.261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102692)
	variant  2149/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 3)
		n1 false (test_time = 18.5923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  2150/57423 = ?(1,a(8410,8139)) ?(2,a(8410,8137)) ?(3,a(8410,8134)) ?(4,a(8410,8133)) ?(5,a(8410,8132)) ?(6,a(8410,8099)) ?(7,a(8410,8097)) ?(8,a(8410,8094)) ?(9,a(8410,8093)) ?(10,a(8410,8092)) ?(11,a(8410,8059)) ?(12,a(8410,8057)) ?(13,a(8410,8054)) ?(14,a(8410,8022)) ?(15,a(8410,8020)) ?(16,a(8410,8017)) ?(17,a(8410,7985)) ?(18,a(8410,7983)) ?(19,a(8410,7980)) ?(20,a(8410,7979)) ?(21,a(8410,7947)) ?(22,a(8410,7945)) ?(23,a(8410,7940)) ?(24,a(8410,7939)) ?(25,a(8410,7937)) ?(26,a(8410,4493)) ?(27,a(8410,4388)) ?(28,a(8410,4173)) ?(29,a(8410,3694)) ?(30,a(8410,3629)) ?(31,a(8410,2688)) ?(32,a(8409,8431)) ?(33,a(8409,8430)) ?(34,a(8409,8429)) ?(35,a(8409,8428)) ?(36,a(8409,8426)) ?(37,a(8409,8425)) ?(38,a(8409,8424)) ?(39,a(8409,8391)) ?(40,a(8409,8389)) ?(41,a(8409,8386)) ?(42,a(8409,8385)) ?(43,a(8409,8384)) ?(44,a(8409,8351)) ?(45,a(8409,8349)) ?(46,a(8409,8346)) ?(47,a(8409,8345)) ?(48,a(8409,8344)) ?(49,a(8409,8343)) ?(50,a(8409,8342))  (7831 tests, cond 2)
		n1 false (test_time = 18.7958)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.895)
search: ww_adaptive: found best (time_taken = 0.44816)
	variant  2151/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 1)
		n1 false (test_time = 19.3283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448423)
	variant  2152/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 50)
		n1 false (test_time = 19.1515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.484898)
	variant  2153/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 49)
		n1 false (test_time = 19.283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424185)
	variant  2154/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 48)
		n1 false (test_time = 18.7567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425381)
	variant  2155/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 47)
		n1 false (test_time = 19.9363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419092)
	variant  2156/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 46)
		n1 false (test_time = 18.8238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392128)
	variant  2157/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 45)
		n1 false (test_time = 19.2919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402597)
	variant  2158/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 44)
		n1 false (test_time = 19.3295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404286)
	variant  2159/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 43)
		n1 false (test_time = 19.7897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385425)
	variant  2160/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 42)
		n1 false (test_time = 18.7057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370529)
	variant  2161/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 41)
		n1 false (test_time = 19.2601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345351)
	variant  2162/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 40)
		n1 false (test_time = 18.9762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345768)
	variant  2163/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 39)
		n1 false (test_time = 18.6494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326528)
	variant  2164/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.5509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337975)
	variant  2165/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 37)
		n1 false (test_time = 19.435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316682)
	variant  2166/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 36)
		n1 false (test_time = 18.6602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30547)
	variant  2167/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 35)
		n1 false (test_time = 19.1262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304367)
	variant  2168/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.6892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285167)
	variant  2169/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 33)
		n1 false (test_time = 18.7621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272508)
	variant  2170/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 32)
		n1 false (test_time = 18.8915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277957)
	variant  2171/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 31)
		n1 false (test_time = 19.37)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267352)
	variant  2172/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 30)
		n1 false (test_time = 18.9641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265262)
	variant  2173/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 29)
		n1 false (test_time = 19.389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26765)
	variant  2174/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 28)
		n1 false (test_time = 19.5381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246282)
	variant  2175/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 27)
		n1 false (test_time = 19.5729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237117)
	variant  2176/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 26)
		n1 false (test_time = 19.1917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21465)
	variant  2177/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 25)
		n1 false (test_time = 18.9118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203123)
	variant  2178/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 24)
		n1 false (test_time = 18.6354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195031)
	variant  2179/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 23)
		n1 false (test_time = 18.6632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18262)
	variant  2180/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 22)
		n1 false (test_time = 19.0826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176454)
	variant  2181/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 21)
		n1 false (test_time = 18.8451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169543)
	variant  2182/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 20)
		n1 false (test_time = 19.2315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186748)
	variant  2183/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 19)
		n1 false (test_time = 19.4439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149695)
	variant  2184/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 18)
		n1 false (test_time = 18.8819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143291)
	variant  2185/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.8395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13343)
	variant  2186/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 16)
		n1 false (test_time = 19.035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122614)
	variant  2187/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 15)
		n1 false (test_time = 18.9532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111235)
	variant  2188/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.7377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103001)
	variant  2189/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 13)
		n1 false (test_time = 19.6339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0953271)
	variant  2190/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 12)
		n1 false (test_time = 19.2537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.088845)
	variant  2191/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 11)
		n1 false (test_time = 19.4745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0761089)
	variant  2192/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 10)
		n1 false (test_time = 18.86)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0640659)
	variant  2193/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 9)
		n1 false (test_time = 18.7921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055618)
	variant  2194/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.7342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045557)
	variant  2195/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 7)
		n1 false (test_time = 19.1201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0388279)
	variant  2196/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 6)
		n1 false (test_time = 18.9756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0281)
	variant  2197/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.9118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019258)
	variant  2198/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 4)
		n1 false (test_time = 19.7608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100281)
	variant  2199/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 3)
		n1 false (test_time = 19.1435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  2200/57423 = ?(1,a(8409,8341)) ?(2,a(8409,8340)) ?(3,a(8409,8339)) ?(4,a(8409,8306)) ?(5,a(8409,8304)) ?(6,a(8409,8301)) ?(7,a(8409,8268)) ?(8,a(8409,8266)) ?(9,a(8409,8263)) ?(10,a(8409,8262)) ?(11,a(8409,8261)) ?(12,a(8409,8260)) ?(13,a(8409,8259)) ?(14,a(8409,8258)) ?(15,a(8409,8225)) ?(16,a(8409,8223)) ?(17,a(8409,8220)) ?(18,a(8409,8219)) ?(19,a(8409,8218)) ?(20,a(8409,8217)) ?(21,a(8409,8216)) ?(22,a(8409,8215)) ?(23,a(8409,8214)) ?(24,a(8409,8213)) ?(25,a(8409,8212)) ?(26,a(8409,8179)) ?(27,a(8409,8177)) ?(28,a(8409,8174)) ?(29,a(8409,8173)) ?(30,a(8409,8172)) ?(31,a(8409,8139)) ?(32,a(8409,8137)) ?(33,a(8409,8134)) ?(34,a(8409,8133)) ?(35,a(8409,8132)) ?(36,a(8409,8099)) ?(37,a(8409,8097)) ?(38,a(8409,8094)) ?(39,a(8409,8093)) ?(40,a(8409,8092)) ?(41,a(8409,8059)) ?(42,a(8409,8057)) ?(43,a(8409,8054)) ?(44,a(8409,8022)) ?(45,a(8409,8020)) ?(46,a(8409,8017)) ?(47,a(8409,7985)) ?(48,a(8409,7983)) ?(49,a(8409,7980)) ?(50,a(8409,7979))  (7831 tests, cond 2)
		n1 false (test_time = 18.9955)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 512.191)
search: ww_adaptive: found best (time_taken = 0.461461)
	variant  2201/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 1)
		n1 false (test_time = 19.7171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460025)
	variant  2202/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 50)
		n1 false (test_time = 19.0354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427036)
	variant  2203/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 49)
		n1 false (test_time = 18.8282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420377)
	variant  2204/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 48)
		n1 false (test_time = 18.7531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412389)
	variant  2205/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 47)
		n1 false (test_time = 19.1814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408743)
	variant  2206/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 46)
		n1 false (test_time = 18.7621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409196)
	variant  2207/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 45)
		n1 false (test_time = 18.7076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387206)
	variant  2208/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 44)
		n1 false (test_time = 18.9473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409576)
	variant  2209/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 43)
		n1 false (test_time = 19.0753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367124)
	variant  2210/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 42)
		n1 false (test_time = 18.9398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355834)
	variant  2211/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 41)
		n1 false (test_time = 18.921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373442)
	variant  2212/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 40)
		n1 false (test_time = 18.7492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34397)
	variant  2213/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 39)
		n1 false (test_time = 18.9725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33085)
	variant  2214/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 38)
		n1 false (test_time = 18.7925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327295)
	variant  2215/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 37)
		n1 false (test_time = 18.9147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311102)
	variant  2216/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 36)
		n1 false (test_time = 19.0347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300302)
	variant  2217/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 35)
		n1 false (test_time = 19.4574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30179)
	variant  2218/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 34)
		n1 false (test_time = 19.0918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282508)
	variant  2219/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 33)
		n1 false (test_time = 18.8504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283958)
	variant  2220/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 32)
		n1 false (test_time = 18.9419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26621)
	variant  2221/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 31)
		n1 false (test_time = 18.6457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259922)
	variant  2222/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 30)
		n1 false (test_time = 18.7547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247867)
	variant  2223/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 29)
		n1 false (test_time = 18.9388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242805)
	variant  2224/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 28)
		n1 false (test_time = 19.5892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234478)
	variant  2225/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 27)
		n1 false (test_time = 18.9326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216374)
	variant  2226/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 26)
		n1 false (test_time = 19.2559)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217081)
	variant  2227/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 25)
		n1 false (test_time = 18.9054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204077)
	variant  2228/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 24)
		n1 false (test_time = 18.9051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191741)
	variant  2229/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 23)
		n1 false (test_time = 18.8695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202435)
	variant  2230/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.0964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174283)
	variant  2231/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 21)
		n1 false (test_time = 18.4601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182939)
	variant  2232/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 20)
		n1 false (test_time = 18.4951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15592)
	variant  2233/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 19)
		n1 false (test_time = 19.2731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14713)
	variant  2234/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 18)
		n1 false (test_time = 18.9243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137144)
	variant  2235/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 17)
		n1 false (test_time = 18.6368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126834)
	variant  2236/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 16)
		n1 false (test_time = 18.9535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118047)
	variant  2237/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 15)
		n1 false (test_time = 18.6232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10903)
	variant  2238/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 14)
		n1 false (test_time = 18.5065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101651)
	variant  2239/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 13)
		n1 false (test_time = 19.4052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102352)
	variant  2240/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 12)
		n1 false (test_time = 19.0864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.084358)
	variant  2241/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 11)
		n1 false (test_time = 18.6223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.074888)
	variant  2242/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 10)
		n1 false (test_time = 18.5182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0645549)
	variant  2243/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 9)
		n1 false (test_time = 18.4797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0569282)
	variant  2244/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 8)
		n1 false (test_time = 18.5544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0488679)
	variant  2245/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 7)
		n1 false (test_time = 18.4656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0381329)
	variant  2246/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 6)
		n1 false (test_time = 18.3345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287292)
	variant  2247/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 5)
		n1 false (test_time = 18.7253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195558)
	variant  2248/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 4)
		n1 false (test_time = 19.0792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009974)
	variant  2249/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 3)
		n1 false (test_time = 18.964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.3113e-05)
	variant  2250/57423 = ?(1,a(8409,7947)) ?(2,a(8409,7945)) ?(3,a(8409,7940)) ?(4,a(8409,7939)) ?(5,a(8409,7937)) ?(6,a(8409,4493)) ?(7,a(8409,4388)) ?(8,a(8409,4173)) ?(9,a(8409,3694)) ?(10,a(8409,3629)) ?(11,a(8409,2688)) ?(12,a(8408,8431)) ?(13,a(8408,8430)) ?(14,a(8408,8429)) ?(15,a(8408,8428)) ?(16,a(8408,8426)) ?(17,a(8408,8425)) ?(18,a(8408,8424)) ?(19,a(8408,8391)) ?(20,a(8408,8389)) ?(21,a(8408,8386)) ?(22,a(8408,8385)) ?(23,a(8408,8384)) ?(24,a(8408,8351)) ?(25,a(8408,8349)) ?(26,a(8408,8346)) ?(27,a(8408,8345)) ?(28,a(8408,8344)) ?(29,a(8408,8343)) ?(30,a(8408,8342)) ?(31,a(8408,8341)) ?(32,a(8408,8340)) ?(33,a(8408,8339)) ?(34,a(8408,8306)) ?(35,a(8408,8304)) ?(36,a(8408,8301)) ?(37,a(8408,8268)) ?(38,a(8408,8266)) ?(39,a(8408,8263)) ?(40,a(8408,8262)) ?(41,a(8408,8261)) ?(42,a(8408,8260)) ?(43,a(8408,8259)) ?(44,a(8408,8258)) ?(45,a(8408,8225)) ?(46,a(8408,8223)) ?(47,a(8408,8220)) ?(48,a(8408,8219)) ?(49,a(8408,8218)) ?(50,a(8408,8217))  (7831 tests, cond 2)
		n1 false (test_time = 18.8329)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.292)
search: ww_adaptive: found best (time_taken = 0.44672)
	variant  2251/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 1)
		n1 false (test_time = 19.2757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43836)
	variant  2252/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 50)
		n1 false (test_time = 18.6711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426264)
	variant  2253/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 49)
		n1 false (test_time = 19.0908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425014)
	variant  2254/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 48)
		n1 false (test_time = 18.7118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41148)
	variant  2255/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 47)
		n1 false (test_time = 18.5127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409233)
	variant  2256/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 46)
		n1 false (test_time = 18.5431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401023)
	variant  2257/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 45)
		n1 false (test_time = 19.1655)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387953)
	variant  2258/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 44)
		n1 false (test_time = 19.1004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370824)
	variant  2259/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 43)
		n1 false (test_time = 19.049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384614)
	variant  2260/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 42)
		n1 false (test_time = 19.1147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364741)
	variant  2261/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 41)
		n1 false (test_time = 18.7197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366191)
	variant  2262/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 40)
		n1 false (test_time = 18.4674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343291)
	variant  2263/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 39)
		n1 false (test_time = 18.3366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335819)
	variant  2264/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 38)
		n1 false (test_time = 18.5539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32149)
	variant  2265/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.7619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30903)
	variant  2266/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 36)
		n1 false (test_time = 18.6625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312942)
	variant  2267/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 35)
		n1 false (test_time = 18.7861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296607)
	variant  2268/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 34)
		n1 false (test_time = 19.2107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300624)
	variant  2269/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 33)
		n1 false (test_time = 18.7463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275592)
	variant  2270/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 32)
		n1 false (test_time = 18.785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264064)
	variant  2271/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 31)
		n1 false (test_time = 18.915)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270281)
	variant  2272/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 30)
		n1 false (test_time = 18.8367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244553)
	variant  2273/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 29)
		n1 false (test_time = 18.9174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242039)
	variant  2274/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 28)
		n1 false (test_time = 19.0368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234592)
	variant  2275/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 27)
		n1 false (test_time = 19.2731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219788)
	variant  2276/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 26)
		n1 false (test_time = 18.74)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210874)
	variant  2277/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 25)
		n1 false (test_time = 19.1029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200243)
	variant  2278/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 24)
		n1 false (test_time = 18.94)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194786)
	variant  2279/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 23)
		n1 false (test_time = 18.9087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185289)
	variant  2280/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 22)
		n1 false (test_time = 19.1544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170667)
	variant  2281/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 21)
		n1 false (test_time = 18.9527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166113)
	variant  2282/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 20)
		n1 false (test_time = 19.0225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156691)
	variant  2283/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 19)
		n1 false (test_time = 19.4877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15867)
	variant  2284/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 18)
		n1 false (test_time = 19.8147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147549)
	variant  2285/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 17)
		n1 false (test_time = 19.599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13442)
	variant  2286/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 16)
		n1 false (test_time = 19.1209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121241)
	variant  2287/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 15)
		n1 false (test_time = 19.1127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115734)
	variant  2288/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 14)
		n1 false (test_time = 18.2768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099767)
	variant  2289/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 13)
		n1 false (test_time = 19.0191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0911839)
	variant  2290/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 12)
		n1 false (test_time = 19.4239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0842161)
	variant  2291/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 11)
		n1 false (test_time = 18.8622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0739269)
	variant  2292/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 10)
		n1 false (test_time = 18.9049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0664098)
	variant  2293/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 9)
		n1 false (test_time = 18.9027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0586619)
	variant  2294/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 8)
		n1 false (test_time = 18.4825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0487731)
	variant  2295/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 7)
		n1 false (test_time = 18.7779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0399599)
	variant  2296/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 6)
		n1 false (test_time = 19.1879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030792)
	variant  2297/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 5)
		n1 false (test_time = 19.3582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0219111)
	variant  2298/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.9646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010078)
	variant  2299/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 3)
		n1 false (test_time = 19.0919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.82149e-06)
	variant  2300/57423 = ?(1,a(8408,8216)) ?(2,a(8408,8215)) ?(3,a(8408,8214)) ?(4,a(8408,8213)) ?(5,a(8408,8212)) ?(6,a(8408,8179)) ?(7,a(8408,8177)) ?(8,a(8408,8174)) ?(9,a(8408,8173)) ?(10,a(8408,8172)) ?(11,a(8408,8139)) ?(12,a(8408,8137)) ?(13,a(8408,8134)) ?(14,a(8408,8133)) ?(15,a(8408,8132)) ?(16,a(8408,8099)) ?(17,a(8408,8097)) ?(18,a(8408,8094)) ?(19,a(8408,8093)) ?(20,a(8408,8092)) ?(21,a(8408,8059)) ?(22,a(8408,8057)) ?(23,a(8408,8054)) ?(24,a(8408,8022)) ?(25,a(8408,8020)) ?(26,a(8408,8017)) ?(27,a(8408,7985)) ?(28,a(8408,7983)) ?(29,a(8408,7980)) ?(30,a(8408,7979)) ?(31,a(8408,7947)) ?(32,a(8408,7945)) ?(33,a(8408,7940)) ?(34,a(8408,7939)) ?(35,a(8408,7937)) ?(36,a(8408,4493)) ?(37,a(8408,4388)) ?(38,a(8408,4173)) ?(39,a(8408,3694)) ?(40,a(8408,3629)) ?(41,a(8408,2688)) ?(42,a(8407,8431)) ?(43,a(8407,8430)) ?(44,a(8407,8429)) ?(45,a(8407,8428)) ?(46,a(8407,8426)) ?(47,a(8407,8425)) ?(48,a(8407,8424)) ?(49,a(8407,8391)) ?(50,a(8407,8389))  (7831 tests, cond 2)
		n1 false (test_time = 18.7375)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 509.633)
search: ww_adaptive: found best (time_taken = 0.462095)
	variant  2301/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 1)
		n1 false (test_time = 18.9914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.457236)
	variant  2302/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 50)
		n1 false (test_time = 18.6512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434975)
	variant  2303/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 49)
		n1 false (test_time = 19.2757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434479)
	variant  2304/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 48)
		n1 false (test_time = 18.524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413967)
	variant  2305/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 47)
		n1 false (test_time = 18.7269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405718)
	variant  2306/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 46)
		n1 false (test_time = 18.8034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399398)
	variant  2307/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 45)
		n1 false (test_time = 18.5388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382682)
	variant  2308/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 44)
		n1 false (test_time = 18.6582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375711)
	variant  2309/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 43)
		n1 false (test_time = 18.9024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423262)
	variant  2310/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 42)
		n1 false (test_time = 19.4645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388421)
	variant  2311/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 41)
		n1 false (test_time = 18.738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35127)
	variant  2312/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 40)
		n1 false (test_time = 18.8957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3482)
	variant  2313/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 39)
		n1 false (test_time = 18.7927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324526)
	variant  2314/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 38)
		n1 false (test_time = 18.2758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324319)
	variant  2315/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 37)
		n1 false (test_time = 18.8745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313977)
	variant  2316/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 36)
		n1 false (test_time = 19.0087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308213)
	variant  2317/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 35)
		n1 false (test_time = 18.7316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303995)
	variant  2318/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 34)
		n1 false (test_time = 18.7697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305802)
	variant  2319/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 33)
		n1 false (test_time = 18.6123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271383)
	variant  2320/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 32)
		n1 false (test_time = 18.943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265822)
	variant  2321/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 31)
		n1 false (test_time = 18.7278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262834)
	variant  2322/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 30)
		n1 false (test_time = 19.1192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249908)
	variant  2323/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 29)
		n1 false (test_time = 18.9893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23758)
	variant  2324/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 28)
		n1 false (test_time = 18.5867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232506)
	variant  2325/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 27)
		n1 false (test_time = 19.5106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243668)
	variant  2326/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 26)
		n1 false (test_time = 19.1643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209809)
	variant  2327/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 25)
		n1 false (test_time = 18.7819)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20758)
	variant  2328/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 24)
		n1 false (test_time = 18.8866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197717)
	variant  2329/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 23)
		n1 false (test_time = 18.8154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182212)
	variant  2330/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 22)
		n1 false (test_time = 18.8405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176409)
	variant  2331/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 21)
		n1 false (test_time = 18.8847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163921)
	variant  2332/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 20)
		n1 false (test_time = 18.7907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155602)
	variant  2333/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 19)
		n1 false (test_time = 18.9688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145279)
	variant  2334/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 18)
		n1 false (test_time = 19.1367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139648)
	variant  2335/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 17)
		n1 false (test_time = 18.6528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132356)
	variant  2336/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 16)
		n1 false (test_time = 18.8033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120815)
	variant  2337/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 15)
		n1 false (test_time = 19.3065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11731)
	variant  2338/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 14)
		n1 false (test_time = 19.1537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102635)
	variant  2339/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 13)
		n1 false (test_time = 18.5833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0916941)
	variant  2340/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 12)
		n1 false (test_time = 19.3277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.088798)
	variant  2341/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 11)
		n1 false (test_time = 19.0427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076189)
	variant  2342/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 10)
		n1 false (test_time = 18.8399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064009)
	variant  2343/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 9)
		n1 false (test_time = 18.886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0623579)
	variant  2344/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 8)
		n1 false (test_time = 19.3284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047853)
	variant  2345/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 7)
		n1 false (test_time = 19.1841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0362298)
	variant  2346/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 6)
		n1 false (test_time = 18.9864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0279031)
	variant  2347/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 5)
		n1 false (test_time = 19.1908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0197141)
	variant  2348/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 4)
		n1 false (test_time = 19.1813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00981021)
	variant  2349/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 3)
		n1 false (test_time = 19.6353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.00136e-05)
	variant  2350/57423 = ?(1,a(8407,8386)) ?(2,a(8407,8385)) ?(3,a(8407,8384)) ?(4,a(8407,8351)) ?(5,a(8407,8349)) ?(6,a(8407,8346)) ?(7,a(8407,8345)) ?(8,a(8407,8344)) ?(9,a(8407,8343)) ?(10,a(8407,8342)) ?(11,a(8407,8341)) ?(12,a(8407,8340)) ?(13,a(8407,8339)) ?(14,a(8407,8306)) ?(15,a(8407,8304)) ?(16,a(8407,8301)) ?(17,a(8407,8268)) ?(18,a(8407,8266)) ?(19,a(8407,8263)) ?(20,a(8407,8262)) ?(21,a(8407,8261)) ?(22,a(8407,8260)) ?(23,a(8407,8259)) ?(24,a(8407,8258)) ?(25,a(8407,8225)) ?(26,a(8407,8223)) ?(27,a(8407,8220)) ?(28,a(8407,8219)) ?(29,a(8407,8218)) ?(30,a(8407,8217)) ?(31,a(8407,8216)) ?(32,a(8407,8215)) ?(33,a(8407,8214)) ?(34,a(8407,8213)) ?(35,a(8407,8212)) ?(36,a(8407,8179)) ?(37,a(8407,8177)) ?(38,a(8407,8174)) ?(39,a(8407,8173)) ?(40,a(8407,8172)) ?(41,a(8407,8139)) ?(42,a(8407,8137)) ?(43,a(8407,8134)) ?(44,a(8407,8133)) ?(45,a(8407,8132)) ?(46,a(8407,8099)) ?(47,a(8407,8097)) ?(48,a(8407,8094)) ?(49,a(8407,8093)) ?(50,a(8407,8092))  (7831 tests, cond 2)
		n1 false (test_time = 18.6767)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 509.629)
search: ww_adaptive: found best (time_taken = 0.44162)
	variant  2351/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 1)
		n1 false (test_time = 20.0416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448609)
	variant  2352/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 50)
		n1 false (test_time = 18.6816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425199)
	variant  2353/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 49)
		n1 false (test_time = 18.8387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416801)
	variant  2354/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 48)
		n1 false (test_time = 19.6101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41408)
	variant  2355/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 47)
		n1 false (test_time = 18.3856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405505)
	variant  2356/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 46)
		n1 false (test_time = 18.629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401444)
	variant  2357/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 45)
		n1 false (test_time = 19.2667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388623)
	variant  2358/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 44)
		n1 false (test_time = 18.922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381345)
	variant  2359/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 43)
		n1 false (test_time = 18.7804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362175)
	variant  2360/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 42)
		n1 false (test_time = 19.5627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373814)
	variant  2361/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 41)
		n1 false (test_time = 18.4902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34665)
	variant  2362/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 40)
		n1 false (test_time = 18.8938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340177)
	variant  2363/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 39)
		n1 false (test_time = 19.7478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333165)
	variant  2364/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 38)
		n1 false (test_time = 18.9268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332444)
	variant  2365/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 37)
		n1 false (test_time = 19.3114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317183)
	variant  2366/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 36)
		n1 false (test_time = 18.8401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307539)
	variant  2367/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 35)
		n1 false (test_time = 19.0602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303936)
	variant  2368/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 34)
		n1 false (test_time = 19.5615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295906)
	variant  2369/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 33)
		n1 false (test_time = 19.5149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284229)
	variant  2370/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 32)
		n1 false (test_time = 18.8421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270339)
	variant  2371/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 31)
		n1 false (test_time = 18.38)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266103)
	variant  2372/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 30)
		n1 false (test_time = 18.9622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248319)
	variant  2373/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 29)
		n1 false (test_time = 18.8773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254771)
	variant  2374/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 28)
		n1 false (test_time = 18.7083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240887)
	variant  2375/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 27)
		n1 false (test_time = 19.1549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232388)
	variant  2376/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 26)
		n1 false (test_time = 18.8436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211969)
	variant  2377/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 25)
		n1 false (test_time = 18.7766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2055)
	variant  2378/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 24)
		n1 false (test_time = 19.4016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200088)
	variant  2379/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 23)
		n1 false (test_time = 19.3181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192509)
	variant  2380/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 22)
		n1 false (test_time = 19.3194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177714)
	variant  2381/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 21)
		n1 false (test_time = 19.702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174679)
	variant  2382/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 20)
		n1 false (test_time = 18.4757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158584)
	variant  2383/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 19)
		n1 false (test_time = 18.9658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14864)
	variant  2384/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 18)
		n1 false (test_time = 18.8774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137112)
	variant  2385/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 17)
		n1 false (test_time = 18.5919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128785)
	variant  2386/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 16)
		n1 false (test_time = 19.0825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116172)
	variant  2387/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 15)
		n1 false (test_time = 19.0557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120678)
	variant  2388/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 14)
		n1 false (test_time = 18.7372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0995798)
	variant  2389/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 13)
		n1 false (test_time = 19.0946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0928769)
	variant  2390/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 12)
		n1 false (test_time = 19.3596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087451)
	variant  2391/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 11)
		n1 false (test_time = 19.978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072778)
	variant  2392/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 10)
		n1 false (test_time = 19.1338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0696719)
	variant  2393/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 9)
		n1 false (test_time = 19.6504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.062031)
	variant  2394/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 8)
		n1 false (test_time = 19.6857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0475481)
	variant  2395/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 7)
		n1 false (test_time = 19.7235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037617)
	variant  2396/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 6)
		n1 false (test_time = 19.6316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027797)
	variant  2397/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 5)
		n1 false (test_time = 19.7353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195599)
	variant  2398/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 4)
		n1 false (test_time = 19.5745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010601)
	variant  2399/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 3)
		n1 false (test_time = 20.2426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.78814e-05)
	variant  2400/57423 = ?(1,a(8407,8059)) ?(2,a(8407,8057)) ?(3,a(8407,8054)) ?(4,a(8407,8022)) ?(5,a(8407,8020)) ?(6,a(8407,8017)) ?(7,a(8407,7985)) ?(8,a(8407,7983)) ?(9,a(8407,7980)) ?(10,a(8407,7979)) ?(11,a(8407,7947)) ?(12,a(8407,7945)) ?(13,a(8407,7940)) ?(14,a(8407,7939)) ?(15,a(8407,7937)) ?(16,a(8407,4493)) ?(17,a(8407,4388)) ?(18,a(8407,4173)) ?(19,a(8407,3694)) ?(20,a(8407,3629)) ?(21,a(8407,2688)) ?(22,a(8406,8431)) ?(23,a(8406,8430)) ?(24,a(8406,8429)) ?(25,a(8406,8428)) ?(26,a(8406,8426)) ?(27,a(8406,8425)) ?(28,a(8406,8424)) ?(29,a(8406,8391)) ?(30,a(8406,8389)) ?(31,a(8406,8386)) ?(32,a(8406,8385)) ?(33,a(8406,8384)) ?(34,a(8406,8351)) ?(35,a(8406,8349)) ?(36,a(8406,8346)) ?(37,a(8406,8345)) ?(38,a(8406,8344)) ?(39,a(8406,8343)) ?(40,a(8406,8342)) ?(41,a(8406,8341)) ?(42,a(8406,8340)) ?(43,a(8406,8339)) ?(44,a(8406,8306)) ?(45,a(8406,8304)) ?(46,a(8406,8301)) ?(47,a(8406,8268)) ?(48,a(8406,8266)) ?(49,a(8406,8263)) ?(50,a(8406,8262))  (7831 tests, cond 2)
		n1 false (test_time = 20.0804)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 516.872)
search: ww_adaptive: found best (time_taken = 0.439655)
	variant  2401/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 1)
		n1 false (test_time = 19.2275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434711)
	variant  2402/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 50)
		n1 false (test_time = 18.3156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433908)
	variant  2403/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 49)
		n1 false (test_time = 18.6434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423098)
	variant  2404/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 48)
		n1 false (test_time = 18.4364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412967)
	variant  2405/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 47)
		n1 false (test_time = 18.4567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405996)
	variant  2406/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 46)
		n1 false (test_time = 18.4423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399582)
	variant  2407/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 45)
		n1 false (test_time = 18.9326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390308)
	variant  2408/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 44)
		n1 false (test_time = 18.8024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378811)
	variant  2409/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 43)
		n1 false (test_time = 19.3636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376477)
	variant  2410/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 42)
		n1 false (test_time = 19.6002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364433)
	variant  2411/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 41)
		n1 false (test_time = 18.6396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347714)
	variant  2412/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 40)
		n1 false (test_time = 19.1036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352447)
	variant  2413/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 39)
		n1 false (test_time = 19.0638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338728)
	variant  2414/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 38)
		n1 false (test_time = 18.5859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316979)
	variant  2415/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 37)
		n1 false (test_time = 19.0643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312271)
	variant  2416/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 36)
		n1 false (test_time = 18.5902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307431)
	variant  2417/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 35)
		n1 false (test_time = 18.7547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290373)
	variant  2418/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 34)
		n1 false (test_time = 19.5319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287157)
	variant  2419/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 33)
		n1 false (test_time = 18.9141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281981)
	variant  2420/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 32)
		n1 false (test_time = 18.7204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263964)
	variant  2421/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 31)
		n1 false (test_time = 18.905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268813)
	variant  2422/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 30)
		n1 false (test_time = 18.7773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244133)
	variant  2423/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 29)
		n1 false (test_time = 19.0967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245381)
	variant  2424/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 28)
		n1 false (test_time = 18.5204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253541)
	variant  2425/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 27)
		n1 false (test_time = 19.3691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239696)
	variant  2426/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 26)
		n1 false (test_time = 19.5391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211993)
	variant  2427/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 25)
		n1 false (test_time = 19.0847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213334)
	variant  2428/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 24)
		n1 false (test_time = 18.4859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191121)
	variant  2429/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 23)
		n1 false (test_time = 18.8668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187735)
	variant  2430/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 22)
		n1 false (test_time = 18.6324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226794)
	variant  2431/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 21)
		n1 false (test_time = 19.1936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167443)
	variant  2432/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 20)
		n1 false (test_time = 18.6267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159488)
	variant  2433/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 19)
		n1 false (test_time = 18.6838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146811)
	variant  2434/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 18)
		n1 false (test_time = 19.2553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137019)
	variant  2435/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 17)
		n1 false (test_time = 18.9331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129)
	variant  2436/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 16)
		n1 false (test_time = 18.6781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125598)
	variant  2437/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 15)
		n1 false (test_time = 18.8705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107982)
	variant  2438/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 14)
		n1 false (test_time = 18.1654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102867)
	variant  2439/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 13)
		n1 false (test_time = 18.2038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.091393)
	variant  2440/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 12)
		n1 false (test_time = 19.1519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0845468)
	variant  2441/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 11)
		n1 false (test_time = 18.9941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072886)
	variant  2442/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 10)
		n1 false (test_time = 18.5536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0641952)
	variant  2443/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 9)
		n1 false (test_time = 18.9492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0562711)
	variant  2444/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 8)
		n1 false (test_time = 18.6108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0477262)
	variant  2445/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 7)
		n1 false (test_time = 18.754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037127)
	variant  2446/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 6)
		n1 false (test_time = 18.8412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287311)
	variant  2447/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 5)
		n1 false (test_time = 18.5784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185342)
	variant  2448/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 4)
		n1 false (test_time = 18.8215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010879)
	variant  2449/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 3)
		n1 false (test_time = 19.0785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  2450/57423 = ?(1,a(8406,8261)) ?(2,a(8406,8260)) ?(3,a(8406,8259)) ?(4,a(8406,8258)) ?(5,a(8406,8225)) ?(6,a(8406,8223)) ?(7,a(8406,8220)) ?(8,a(8406,8219)) ?(9,a(8406,8218)) ?(10,a(8406,8217)) ?(11,a(8406,8216)) ?(12,a(8406,8215)) ?(13,a(8406,8214)) ?(14,a(8406,8213)) ?(15,a(8406,8212)) ?(16,a(8406,8179)) ?(17,a(8406,8177)) ?(18,a(8406,8174)) ?(19,a(8406,8173)) ?(20,a(8406,8172)) ?(21,a(8406,8139)) ?(22,a(8406,8137)) ?(23,a(8406,8134)) ?(24,a(8406,8133)) ?(25,a(8406,8132)) ?(26,a(8406,8099)) ?(27,a(8406,8097)) ?(28,a(8406,8094)) ?(29,a(8406,8093)) ?(30,a(8406,8092)) ?(31,a(8406,8059)) ?(32,a(8406,8057)) ?(33,a(8406,8054)) ?(34,a(8406,8022)) ?(35,a(8406,8020)) ?(36,a(8406,8017)) ?(37,a(8406,7985)) ?(38,a(8406,7983)) ?(39,a(8406,7980)) ?(40,a(8406,7979)) ?(41,a(8406,7947)) ?(42,a(8406,7945)) ?(43,a(8406,7940)) ?(44,a(8406,7939)) ?(45,a(8406,7937)) ?(46,a(8406,4493)) ?(47,a(8406,4388)) ?(48,a(8406,4173)) ?(49,a(8406,3694)) ?(50,a(8406,3629))  (7831 tests, cond 2)
		n1 false (test_time = 18.7504)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.46)
search: ww_adaptive: found best (time_taken = 0.443448)
	variant  2451/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 1)
		n1 false (test_time = 19.5932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453352)
	variant  2452/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 50)
		n1 false (test_time = 18.747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427879)
	variant  2453/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 49)
		n1 false (test_time = 18.8895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4208)
	variant  2454/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 48)
		n1 false (test_time = 19.3936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409147)
	variant  2455/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 47)
		n1 false (test_time = 18.8965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401591)
	variant  2456/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 46)
		n1 false (test_time = 18.6638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394878)
	variant  2457/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 45)
		n1 false (test_time = 18.7122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392753)
	variant  2458/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 44)
		n1 false (test_time = 18.3875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376491)
	variant  2459/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 43)
		n1 false (test_time = 18.2968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360088)
	variant  2460/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.3305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361629)
	variant  2461/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 41)
		n1 false (test_time = 19.0662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359843)
	variant  2462/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 40)
		n1 false (test_time = 19.1967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34622)
	variant  2463/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 39)
		n1 false (test_time = 19.9524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349134)
	variant  2464/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 38)
		n1 false (test_time = 19.307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319267)
	variant  2465/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 37)
		n1 false (test_time = 18.6709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30807)
	variant  2466/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 36)
		n1 false (test_time = 18.9381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311394)
	variant  2467/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 35)
		n1 false (test_time = 18.7022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297832)
	variant  2468/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 34)
		n1 false (test_time = 18.64)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28425)
	variant  2469/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 33)
		n1 false (test_time = 18.9327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278485)
	variant  2470/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 32)
		n1 false (test_time = 18.7486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268722)
	variant  2471/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 31)
		n1 false (test_time = 19.0378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263099)
	variant  2472/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 30)
		n1 false (test_time = 18.9614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258727)
	variant  2473/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 29)
		n1 false (test_time = 18.6922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233756)
	variant  2474/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 28)
		n1 false (test_time = 18.6668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239244)
	variant  2475/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 27)
		n1 false (test_time = 19.1123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225696)
	variant  2476/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 26)
		n1 false (test_time = 19.3299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218447)
	variant  2477/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 25)
		n1 false (test_time = 18.6192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199097)
	variant  2478/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 24)
		n1 false (test_time = 18.9256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195042)
	variant  2479/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 23)
		n1 false (test_time = 18.7944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184898)
	variant  2480/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 22)
		n1 false (test_time = 18.8661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170978)
	variant  2481/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 21)
		n1 false (test_time = 18.4125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164147)
	variant  2482/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 20)
		n1 false (test_time = 18.9488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15852)
	variant  2483/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 19)
		n1 false (test_time = 18.7416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143592)
	variant  2484/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 18)
		n1 false (test_time = 19.0445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144056)
	variant  2485/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 17)
		n1 false (test_time = 18.7478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129046)
	variant  2486/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 16)
		n1 false (test_time = 19.0295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120837)
	variant  2487/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 15)
		n1 false (test_time = 18.8549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11204)
	variant  2488/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 14)
		n1 false (test_time = 19.3424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103395)
	variant  2489/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 13)
		n1 false (test_time = 18.6243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095505)
	variant  2490/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 12)
		n1 false (test_time = 18.7844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0855019)
	variant  2491/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 11)
		n1 false (test_time = 19.1059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.073174)
	variant  2492/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 10)
		n1 false (test_time = 18.9243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0642262)
	variant  2493/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 9)
		n1 false (test_time = 18.4628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0543151)
	variant  2494/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 8)
		n1 false (test_time = 18.6496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046428)
	variant  2495/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 7)
		n1 false (test_time = 18.3363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0382938)
	variant  2496/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 6)
		n1 false (test_time = 18.1666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286369)
	variant  2497/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 5)
		n1 false (test_time = 18.9211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018975)
	variant  2498/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 4)
		n1 false (test_time = 18.5215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00964713)
	variant  2499/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 3)
		n1 false (test_time = 18.6162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2500/57423 = ?(1,a(8406,2688)) ?(2,a(8405,8431)) ?(3,a(8405,8430)) ?(4,a(8405,8429)) ?(5,a(8405,8428)) ?(6,a(8405,8426)) ?(7,a(8405,8425)) ?(8,a(8405,8424)) ?(9,a(8405,8391)) ?(10,a(8405,8389)) ?(11,a(8405,8386)) ?(12,a(8405,8385)) ?(13,a(8405,8384)) ?(14,a(8405,8351)) ?(15,a(8405,8349)) ?(16,a(8405,8346)) ?(17,a(8405,8345)) ?(18,a(8405,8344)) ?(19,a(8405,8343)) ?(20,a(8405,8342)) ?(21,a(8405,8341)) ?(22,a(8405,8340)) ?(23,a(8405,8339)) ?(24,a(8405,8306)) ?(25,a(8405,8304)) ?(26,a(8405,8301)) ?(27,a(8405,8268)) ?(28,a(8405,8266)) ?(29,a(8405,8263)) ?(30,a(8405,8262)) ?(31,a(8405,8261)) ?(32,a(8405,8260)) ?(33,a(8405,8259)) ?(34,a(8405,8258)) ?(35,a(8405,8225)) ?(36,a(8405,8223)) ?(37,a(8405,8220)) ?(38,a(8405,8219)) ?(39,a(8405,8218)) ?(40,a(8405,8217)) ?(41,a(8405,8216)) ?(42,a(8405,8215)) ?(43,a(8405,8214)) ?(44,a(8405,8213)) ?(45,a(8405,8212)) ?(46,a(8405,8179)) ?(47,a(8405,8177)) ?(48,a(8405,8174)) ?(49,a(8405,8173)) ?(50,a(8405,8172))  (7831 tests, cond 2)
		n1 false (test_time = 19.4923)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 509.212)
search: ww_adaptive: found best (time_taken = 0.451971)
	variant  2501/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 1)
		n1 false (test_time = 19.4754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441723)
	variant  2502/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 50)
		n1 false (test_time = 18.7479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432059)
	variant  2503/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 49)
		n1 false (test_time = 19.3531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432945)
	variant  2504/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 48)
		n1 false (test_time = 18.8909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436735)
	variant  2505/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 47)
		n1 false (test_time = 18.9554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396651)
	variant  2506/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 46)
		n1 false (test_time = 18.7386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397035)
	variant  2507/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 45)
		n1 false (test_time = 18.7388)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387011)
	variant  2508/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 44)
		n1 false (test_time = 18.9314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371569)
	variant  2509/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 43)
		n1 false (test_time = 18.6667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37677)
	variant  2510/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 42)
		n1 false (test_time = 18.7521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36298)
	variant  2511/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 41)
		n1 false (test_time = 19.1445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367739)
	variant  2512/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 40)
		n1 false (test_time = 19.4006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341045)
	variant  2513/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 39)
		n1 false (test_time = 18.6972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32632)
	variant  2514/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 38)
		n1 false (test_time = 19.049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321201)
	variant  2515/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 37)
		n1 false (test_time = 18.4839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312916)
	variant  2516/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 36)
		n1 false (test_time = 18.3814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29952)
	variant  2517/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 35)
		n1 false (test_time = 18.7378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291069)
	variant  2518/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 34)
		n1 false (test_time = 18.6014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288201)
	variant  2519/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 33)
		n1 false (test_time = 18.4962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286383)
	variant  2520/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 32)
		n1 false (test_time = 19.8496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284872)
	variant  2521/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 31)
		n1 false (test_time = 18.8975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257035)
	variant  2522/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 30)
		n1 false (test_time = 18.2635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245501)
	variant  2523/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 29)
		n1 false (test_time = 18.5032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242017)
	variant  2524/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 28)
		n1 false (test_time = 18.4077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227236)
	variant  2525/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 27)
		n1 false (test_time = 18.6007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221036)
	variant  2526/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 26)
		n1 false (test_time = 18.4663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21881)
	variant  2527/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 25)
		n1 false (test_time = 19.3921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216425)
	variant  2528/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 24)
		n1 false (test_time = 18.6252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192881)
	variant  2529/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 23)
		n1 false (test_time = 19.0772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19554)
	variant  2530/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 22)
		n1 false (test_time = 19.4132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178885)
	variant  2531/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 21)
		n1 false (test_time = 18.8406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166245)
	variant  2532/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 20)
		n1 false (test_time = 19.195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152466)
	variant  2533/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 19)
		n1 false (test_time = 18.8812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151057)
	variant  2534/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 18)
		n1 false (test_time = 19.3031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142383)
	variant  2535/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 17)
		n1 false (test_time = 19.161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128819)
	variant  2536/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 16)
		n1 false (test_time = 19.1022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126456)
	variant  2537/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 15)
		n1 false (test_time = 19.3191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114842)
	variant  2538/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 14)
		n1 false (test_time = 18.8529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105561)
	variant  2539/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 13)
		n1 false (test_time = 18.9745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092576)
	variant  2540/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 12)
		n1 false (test_time = 18.9345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0848231)
	variant  2541/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.0084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081877)
	variant  2542/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 10)
		n1 false (test_time = 19.6338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0655091)
	variant  2543/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 9)
		n1 false (test_time = 19.6669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0578132)
	variant  2544/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 8)
		n1 false (test_time = 18.7273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0459661)
	variant  2545/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 7)
		n1 false (test_time = 19.0342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037796)
	variant  2546/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 6)
		n1 false (test_time = 18.6765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028949)
	variant  2547/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 5)
		n1 false (test_time = 18.5543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0201509)
	variant  2548/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 4)
		n1 false (test_time = 18.7693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00989604)
	variant  2549/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 3)
		n1 false (test_time = 19.0303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  2550/57423 = ?(1,a(8405,8139)) ?(2,a(8405,8137)) ?(3,a(8405,8134)) ?(4,a(8405,8133)) ?(5,a(8405,8132)) ?(6,a(8405,8099)) ?(7,a(8405,8097)) ?(8,a(8405,8094)) ?(9,a(8405,8093)) ?(10,a(8405,8092)) ?(11,a(8405,8059)) ?(12,a(8405,8057)) ?(13,a(8405,8054)) ?(14,a(8405,8022)) ?(15,a(8405,8020)) ?(16,a(8405,8017)) ?(17,a(8405,7985)) ?(18,a(8405,7983)) ?(19,a(8405,7980)) ?(20,a(8405,7979)) ?(21,a(8405,7947)) ?(22,a(8405,7945)) ?(23,a(8405,7940)) ?(24,a(8405,7939)) ?(25,a(8405,7937)) ?(26,a(8405,4493)) ?(27,a(8405,4388)) ?(28,a(8405,4173)) ?(29,a(8405,3694)) ?(30,a(8405,3629)) ?(31,a(8405,2688)) ?(32,a(8404,8431)) ?(33,a(8404,8430)) ?(34,a(8404,8429)) ?(35,a(8404,8428)) ?(36,a(8404,8426)) ?(37,a(8404,8425)) ?(38,a(8404,8424)) ?(39,a(8404,8391)) ?(40,a(8404,8389)) ?(41,a(8404,8386)) ?(42,a(8404,8385)) ?(43,a(8404,8384)) ?(44,a(8404,8351)) ?(45,a(8404,8349)) ?(46,a(8404,8346)) ?(47,a(8404,8345)) ?(48,a(8404,8344)) ?(49,a(8404,8343)) ?(50,a(8404,8342))  (7831 tests, cond 2)
		n1 false (test_time = 18.9507)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 507.222)
search: ww_adaptive: found best (time_taken = 0.445976)
	variant  2551/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 1)
		n1 false (test_time = 19.4928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434844)
	variant  2552/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 50)
		n1 false (test_time = 18.7686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434668)
	variant  2553/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 49)
		n1 false (test_time = 18.7956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424842)
	variant  2554/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 48)
		n1 false (test_time = 18.65)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417365)
	variant  2555/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 47)
		n1 false (test_time = 19.0445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425591)
	variant  2556/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 46)
		n1 false (test_time = 18.6676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403953)
	variant  2557/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 45)
		n1 false (test_time = 19.1932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410243)
	variant  2558/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 44)
		n1 false (test_time = 19.3901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398803)
	variant  2559/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 43)
		n1 false (test_time = 19.1138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369889)
	variant  2560/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 42)
		n1 false (test_time = 18.9094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362022)
	variant  2561/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 41)
		n1 false (test_time = 19.4484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393956)
	variant  2562/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 40)
		n1 false (test_time = 19.6119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360272)
	variant  2563/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 39)
		n1 false (test_time = 18.8543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341391)
	variant  2564/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.8889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332901)
	variant  2565/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 37)
		n1 false (test_time = 18.7202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314939)
	variant  2566/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 36)
		n1 false (test_time = 18.749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306723)
	variant  2567/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 35)
		n1 false (test_time = 20.0236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303543)
	variant  2568/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.4463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297596)
	variant  2569/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 33)
		n1 false (test_time = 18.813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274727)
	variant  2570/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 32)
		n1 false (test_time = 19.0543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285395)
	variant  2571/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 31)
		n1 false (test_time = 18.739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253154)
	variant  2572/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 30)
		n1 false (test_time = 18.8868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250088)
	variant  2573/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 29)
		n1 false (test_time = 19.1727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25434)
	variant  2574/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 28)
		n1 false (test_time = 18.5118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232746)
	variant  2575/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 27)
		n1 false (test_time = 18.8251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232615)
	variant  2576/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 26)
		n1 false (test_time = 19.077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227469)
	variant  2577/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 25)
		n1 false (test_time = 19.4101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211749)
	variant  2578/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 24)
		n1 false (test_time = 18.8612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200149)
	variant  2579/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 23)
		n1 false (test_time = 19.2105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189752)
	variant  2580/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 22)
		n1 false (test_time = 18.7219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173512)
	variant  2581/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 21)
		n1 false (test_time = 18.7982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181949)
	variant  2582/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 20)
		n1 false (test_time = 19.2567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181853)
	variant  2583/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 19)
		n1 false (test_time = 19.1586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150527)
	variant  2584/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 18)
		n1 false (test_time = 19.408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147212)
	variant  2585/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.7946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13139)
	variant  2586/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 16)
		n1 false (test_time = 19.3962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119956)
	variant  2587/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 15)
		n1 false (test_time = 18.8962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113268)
	variant  2588/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.9672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102408)
	variant  2589/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 13)
		n1 false (test_time = 19.2778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092366)
	variant  2590/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 12)
		n1 false (test_time = 18.6125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.080292)
	variant  2591/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 11)
		n1 false (test_time = 18.4444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.071528)
	variant  2592/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 10)
		n1 false (test_time = 19.4432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068285)
	variant  2593/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 9)
		n1 false (test_time = 19.0319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0565779)
	variant  2594/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0459759)
	variant  2595/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 7)
		n1 false (test_time = 18.683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0365379)
	variant  2596/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 6)
		n1 false (test_time = 18.5877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028038)
	variant  2597/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.4736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194631)
	variant  2598/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 4)
		n1 false (test_time = 18.7864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00968909)
	variant  2599/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 3)
		n1 false (test_time = 18.5544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  2600/57423 = ?(1,a(8404,8341)) ?(2,a(8404,8340)) ?(3,a(8404,8339)) ?(4,a(8404,8306)) ?(5,a(8404,8304)) ?(6,a(8404,8301)) ?(7,a(8404,8268)) ?(8,a(8404,8266)) ?(9,a(8404,8263)) ?(10,a(8404,8262)) ?(11,a(8404,8261)) ?(12,a(8404,8260)) ?(13,a(8404,8259)) ?(14,a(8404,8258)) ?(15,a(8404,8225)) ?(16,a(8404,8223)) ?(17,a(8404,8220)) ?(18,a(8404,8219)) ?(19,a(8404,8218)) ?(20,a(8404,8217)) ?(21,a(8404,8216)) ?(22,a(8404,8215)) ?(23,a(8404,8214)) ?(24,a(8404,8213)) ?(25,a(8404,8212)) ?(26,a(8404,8179)) ?(27,a(8404,8177)) ?(28,a(8404,8174)) ?(29,a(8404,8173)) ?(30,a(8404,8172)) ?(31,a(8404,8139)) ?(32,a(8404,8137)) ?(33,a(8404,8134)) ?(34,a(8404,8133)) ?(35,a(8404,8132)) ?(36,a(8404,8099)) ?(37,a(8404,8097)) ?(38,a(8404,8094)) ?(39,a(8404,8093)) ?(40,a(8404,8092)) ?(41,a(8404,8059)) ?(42,a(8404,8057)) ?(43,a(8404,8054)) ?(44,a(8404,8022)) ?(45,a(8404,8020)) ?(46,a(8404,8017)) ?(47,a(8404,7985)) ?(48,a(8404,7983)) ?(49,a(8404,7980)) ?(50,a(8404,7979))  (7831 tests, cond 2)
		n1 false (test_time = 18.3388)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.761)
search: ww_adaptive: found best (time_taken = 0.445879)
	variant  2601/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 1)
		n1 false (test_time = 19.1648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433356)
	variant  2602/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 50)
		n1 false (test_time = 18.543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440468)
	variant  2603/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 49)
		n1 false (test_time = 18.6121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414769)
	variant  2604/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 48)
		n1 false (test_time = 18.6762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414595)
	variant  2605/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 47)
		n1 false (test_time = 18.9672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418035)
	variant  2606/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 46)
		n1 false (test_time = 19.7052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415126)
	variant  2607/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 45)
		n1 false (test_time = 18.6179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390555)
	variant  2608/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 44)
		n1 false (test_time = 18.6846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373733)
	variant  2609/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 43)
		n1 false (test_time = 18.8858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367414)
	variant  2610/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 42)
		n1 false (test_time = 18.541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354653)
	variant  2611/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 41)
		n1 false (test_time = 18.6693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341442)
	variant  2612/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 40)
		n1 false (test_time = 19.075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339121)
	variant  2613/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 39)
		n1 false (test_time = 19.1312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331264)
	variant  2614/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 38)
		n1 false (test_time = 18.9087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3219)
	variant  2615/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 37)
		n1 false (test_time = 19.3453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334468)
	variant  2616/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 36)
		n1 false (test_time = 19.0412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298843)
	variant  2617/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 35)
		n1 false (test_time = 19.1801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288143)
	variant  2618/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 34)
		n1 false (test_time = 19.2903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287715)
	variant  2619/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 33)
		n1 false (test_time = 19.1064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276336)
	variant  2620/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 32)
		n1 false (test_time = 19.1162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265509)
	variant  2621/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 31)
		n1 false (test_time = 19.2158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258297)
	variant  2622/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 30)
		n1 false (test_time = 19.3011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254159)
	variant  2623/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 29)
		n1 false (test_time = 19.145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239898)
	variant  2624/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 28)
		n1 false (test_time = 19.4711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246991)
	variant  2625/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 27)
		n1 false (test_time = 19.3)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223442)
	variant  2626/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 26)
		n1 false (test_time = 19.0809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213412)
	variant  2627/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 25)
		n1 false (test_time = 19.9275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222662)
	variant  2628/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 24)
		n1 false (test_time = 19.8468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196511)
	variant  2629/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 23)
		n1 false (test_time = 19.1937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187726)
	variant  2630/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.3296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182195)
	variant  2631/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 21)
		n1 false (test_time = 18.9686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168734)
	variant  2632/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 20)
		n1 false (test_time = 19.5496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171013)
	variant  2633/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 19)
		n1 false (test_time = 19.3724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159546)
	variant  2634/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 18)
		n1 false (test_time = 19.3041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144659)
	variant  2635/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 17)
		n1 false (test_time = 18.7495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132113)
	variant  2636/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 16)
		n1 false (test_time = 19.2713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129487)
	variant  2637/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 15)
		n1 false (test_time = 19.2074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111277)
	variant  2638/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 14)
		n1 false (test_time = 18.9797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105261)
	variant  2639/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 13)
		n1 false (test_time = 19.3674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0920391)
	variant  2640/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 12)
		n1 false (test_time = 19.0266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0827398)
	variant  2641/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 11)
		n1 false (test_time = 19.2355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0790942)
	variant  2642/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 10)
		n1 false (test_time = 19.3759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0671351)
	variant  2643/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 9)
		n1 false (test_time = 19.3845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05881)
	variant  2644/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 8)
		n1 false (test_time = 19.1093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0489731)
	variant  2645/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 7)
		n1 false (test_time = 19.1628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037374)
	variant  2646/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 6)
		n1 false (test_time = 19.0113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027868)
	variant  2647/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 5)
		n1 false (test_time = 18.9514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0196989)
	variant  2648/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 4)
		n1 false (test_time = 19.2469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00982714)
	variant  2649/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 3)
		n1 false (test_time = 19.1501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  2650/57423 = ?(1,a(8404,7947)) ?(2,a(8404,7945)) ?(3,a(8404,7940)) ?(4,a(8404,7939)) ?(5,a(8404,7937)) ?(6,a(8404,4493)) ?(7,a(8404,4388)) ?(8,a(8404,4173)) ?(9,a(8404,3694)) ?(10,a(8404,3629)) ?(11,a(8404,2688)) ?(12,a(8403,8431)) ?(13,a(8403,8430)) ?(14,a(8403,8429)) ?(15,a(8403,8428)) ?(16,a(8403,8426)) ?(17,a(8403,8425)) ?(18,a(8403,8424)) ?(19,a(8403,8391)) ?(20,a(8403,8389)) ?(21,a(8403,8386)) ?(22,a(8403,8385)) ?(23,a(8403,8384)) ?(24,a(8403,8351)) ?(25,a(8403,8349)) ?(26,a(8403,8346)) ?(27,a(8403,8345)) ?(28,a(8403,8344)) ?(29,a(8403,8343)) ?(30,a(8403,8342)) ?(31,a(8403,8341)) ?(32,a(8403,8340)) ?(33,a(8403,8339)) ?(34,a(8403,8306)) ?(35,a(8403,8304)) ?(36,a(8403,8301)) ?(37,a(8403,8268)) ?(38,a(8403,8266)) ?(39,a(8403,8263)) ?(40,a(8403,8262)) ?(41,a(8403,8261)) ?(42,a(8403,8260)) ?(43,a(8403,8259)) ?(44,a(8403,8258)) ?(45,a(8403,8225)) ?(46,a(8403,8223)) ?(47,a(8403,8220)) ?(48,a(8403,8219)) ?(49,a(8403,8218)) ?(50,a(8403,8217))  (7831 tests, cond 2)
		n1 false (test_time = 19.2051)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 515.584)
search: ww_adaptive: found best (time_taken = 0.464647)
	variant  2651/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 1)
		n1 false (test_time = 20.1787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.478631)
	variant  2652/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 50)
		n1 false (test_time = 19.8176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.470964)
	variant  2653/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 49)
		n1 false (test_time = 19.0697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417338)
	variant  2654/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 48)
		n1 false (test_time = 18.7003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421267)
	variant  2655/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 47)
		n1 false (test_time = 18.8276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417473)
	variant  2656/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 46)
		n1 false (test_time = 18.6481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387274)
	variant  2657/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 45)
		n1 false (test_time = 18.6887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376994)
	variant  2658/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 44)
		n1 false (test_time = 18.5641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374498)
	variant  2659/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 43)
		n1 false (test_time = 18.6841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367182)
	variant  2660/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 42)
		n1 false (test_time = 19.1451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352035)
	variant  2661/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 41)
		n1 false (test_time = 18.704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357304)
	variant  2662/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 40)
		n1 false (test_time = 19.0011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349839)
	variant  2663/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 39)
		n1 false (test_time = 18.5487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329391)
	variant  2664/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 38)
		n1 false (test_time = 18.3051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334138)
	variant  2665/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.7207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319947)
	variant  2666/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 36)
		n1 false (test_time = 18.5136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310579)
	variant  2667/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 35)
		n1 false (test_time = 18.9748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301505)
	variant  2668/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 34)
		n1 false (test_time = 18.9266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280929)
	variant  2669/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 33)
		n1 false (test_time = 19.431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26828)
	variant  2670/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 32)
		n1 false (test_time = 18.7832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266738)
	variant  2671/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 31)
		n1 false (test_time = 19.2172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259246)
	variant  2672/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 30)
		n1 false (test_time = 18.9407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249709)
	variant  2673/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 29)
		n1 false (test_time = 18.6487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233357)
	variant  2674/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 28)
		n1 false (test_time = 18.8356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226569)
	variant  2675/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 27)
		n1 false (test_time = 18.8837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228865)
	variant  2676/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 26)
		n1 false (test_time = 18.6803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223521)
	variant  2677/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 25)
		n1 false (test_time = 19.4882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210713)
	variant  2678/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 24)
		n1 false (test_time = 19.1566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189847)
	variant  2679/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 23)
		n1 false (test_time = 18.7359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19323)
	variant  2680/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 22)
		n1 false (test_time = 19.3053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172008)
	variant  2681/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 21)
		n1 false (test_time = 18.7587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166829)
	variant  2682/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 20)
		n1 false (test_time = 18.6843)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156253)
	variant  2683/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 19)
		n1 false (test_time = 18.8555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147637)
	variant  2684/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 18)
		n1 false (test_time = 18.3249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138301)
	variant  2685/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 17)
		n1 false (test_time = 18.804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127092)
	variant  2686/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 16)
		n1 false (test_time = 19.2896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119651)
	variant  2687/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 15)
		n1 false (test_time = 18.4363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108812)
	variant  2688/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 14)
		n1 false (test_time = 18.5703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100782)
	variant  2689/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 13)
		n1 false (test_time = 18.8231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0910399)
	variant  2690/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 12)
		n1 false (test_time = 19.0677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0820332)
	variant  2691/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 11)
		n1 false (test_time = 18.7903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0743499)
	variant  2692/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 10)
		n1 false (test_time = 19.0431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0684459)
	variant  2693/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 9)
		n1 false (test_time = 19.3875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0614209)
	variant  2694/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 8)
		n1 false (test_time = 18.4036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0466061)
	variant  2695/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 7)
		n1 false (test_time = 18.895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0359871)
	variant  2696/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 6)
		n1 false (test_time = 18.91)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028635)
	variant  2697/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 5)
		n1 false (test_time = 18.9895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190239)
	variant  2698/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.5827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00970697)
	variant  2699/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 3)
		n1 false (test_time = 18.5112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.88351e-05)
	variant  2700/57423 = ?(1,a(8403,8216)) ?(2,a(8403,8215)) ?(3,a(8403,8214)) ?(4,a(8403,8213)) ?(5,a(8403,8212)) ?(6,a(8403,8179)) ?(7,a(8403,8177)) ?(8,a(8403,8174)) ?(9,a(8403,8173)) ?(10,a(8403,8172)) ?(11,a(8403,8139)) ?(12,a(8403,8137)) ?(13,a(8403,8134)) ?(14,a(8403,8133)) ?(15,a(8403,8132)) ?(16,a(8403,8099)) ?(17,a(8403,8097)) ?(18,a(8403,8094)) ?(19,a(8403,8093)) ?(20,a(8403,8092)) ?(21,a(8403,8059)) ?(22,a(8403,8057)) ?(23,a(8403,8054)) ?(24,a(8403,8022)) ?(25,a(8403,8020)) ?(26,a(8403,8017)) ?(27,a(8403,7985)) ?(28,a(8403,7983)) ?(29,a(8403,7980)) ?(30,a(8403,7979)) ?(31,a(8403,7947)) ?(32,a(8403,7945)) ?(33,a(8403,7940)) ?(34,a(8403,7939)) ?(35,a(8403,7937)) ?(36,a(8403,4493)) ?(37,a(8403,4388)) ?(38,a(8403,4173)) ?(39,a(8403,3694)) ?(40,a(8403,3629)) ?(41,a(8403,2688)) ?(42,a(8402,8431)) ?(43,a(8402,8430)) ?(44,a(8402,8429)) ?(45,a(8402,8428)) ?(46,a(8402,8426)) ?(47,a(8402,8425)) ?(48,a(8402,8424)) ?(49,a(8402,8391)) ?(50,a(8402,8389))  (7831 tests, cond 2)
		n1 false (test_time = 18.8477)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.067)
search: ww_adaptive: found best (time_taken = 0.442106)
	variant  2701/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 1)
		n1 false (test_time = 19.2226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445538)
	variant  2702/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 50)
		n1 false (test_time = 18.7734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43769)
	variant  2703/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 49)
		n1 false (test_time = 18.6593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422694)
	variant  2704/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 48)
		n1 false (test_time = 18.6404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419359)
	variant  2705/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 47)
		n1 false (test_time = 19.1694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432014)
	variant  2706/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 46)
		n1 false (test_time = 19.1355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413596)
	variant  2707/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 45)
		n1 false (test_time = 18.8581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392603)
	variant  2708/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 44)
		n1 false (test_time = 19.1274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375106)
	variant  2709/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 43)
		n1 false (test_time = 18.6257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369808)
	variant  2710/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 42)
		n1 false (test_time = 18.957)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365857)
	variant  2711/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 41)
		n1 false (test_time = 18.7508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347506)
	variant  2712/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 40)
		n1 false (test_time = 18.9249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359165)
	variant  2713/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 39)
		n1 false (test_time = 19.3349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345302)
	variant  2714/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 38)
		n1 false (test_time = 18.6044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31995)
	variant  2715/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 37)
		n1 false (test_time = 18.9275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316859)
	variant  2716/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 36)
		n1 false (test_time = 18.869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301475)
	variant  2717/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 35)
		n1 false (test_time = 18.9431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296482)
	variant  2718/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 34)
		n1 false (test_time = 18.5686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289286)
	variant  2719/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 33)
		n1 false (test_time = 18.5946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287332)
	variant  2720/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 32)
		n1 false (test_time = 19.2278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272819)
	variant  2721/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 31)
		n1 false (test_time = 19.1002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338628)
	variant  2722/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 30)
		n1 false (test_time = 19.229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256031)
	variant  2723/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 29)
		n1 false (test_time = 19.0685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237361)
	variant  2724/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 28)
		n1 false (test_time = 19.1206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252987)
	variant  2725/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 27)
		n1 false (test_time = 18.9963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222914)
	variant  2726/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 26)
		n1 false (test_time = 18.7796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214297)
	variant  2727/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 25)
		n1 false (test_time = 19.066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2147)
	variant  2728/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 24)
		n1 false (test_time = 19.3344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199098)
	variant  2729/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 23)
		n1 false (test_time = 18.8939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184313)
	variant  2730/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 22)
		n1 false (test_time = 18.625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174017)
	variant  2731/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 21)
		n1 false (test_time = 18.9129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163127)
	variant  2732/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 20)
		n1 false (test_time = 18.7315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161313)
	variant  2733/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 19)
		n1 false (test_time = 18.6596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145782)
	variant  2734/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 18)
		n1 false (test_time = 18.9129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143322)
	variant  2735/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 17)
		n1 false (test_time = 19.1089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137881)
	variant  2736/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 16)
		n1 false (test_time = 18.8563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118625)
	variant  2737/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 15)
		n1 false (test_time = 19.3406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112065)
	variant  2738/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 14)
		n1 false (test_time = 18.8104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109894)
	variant  2739/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 13)
		n1 false (test_time = 18.7317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.089962)
	variant  2740/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 12)
		n1 false (test_time = 18.7984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0842011)
	variant  2741/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 11)
		n1 false (test_time = 18.4906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0733011)
	variant  2742/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 10)
		n1 false (test_time = 19.0446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0654869)
	variant  2743/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 9)
		n1 false (test_time = 19.1284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0573039)
	variant  2744/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 8)
		n1 false (test_time = 19.3174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046452)
	variant  2745/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 7)
		n1 false (test_time = 18.8002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0370719)
	variant  2746/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 6)
		n1 false (test_time = 19.2174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286121)
	variant  2747/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 5)
		n1 false (test_time = 19.054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019413)
	variant  2748/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 4)
		n1 false (test_time = 18.884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00980687)
	variant  2749/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 3)
		n1 false (test_time = 18.8112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  2750/57423 = ?(1,a(8402,8386)) ?(2,a(8402,8385)) ?(3,a(8402,8384)) ?(4,a(8402,8351)) ?(5,a(8402,8349)) ?(6,a(8402,8346)) ?(7,a(8402,8345)) ?(8,a(8402,8344)) ?(9,a(8402,8343)) ?(10,a(8402,8342)) ?(11,a(8402,8341)) ?(12,a(8402,8340)) ?(13,a(8402,8339)) ?(14,a(8402,8306)) ?(15,a(8402,8304)) ?(16,a(8402,8301)) ?(17,a(8402,8268)) ?(18,a(8402,8266)) ?(19,a(8402,8263)) ?(20,a(8402,8262)) ?(21,a(8402,8261)) ?(22,a(8402,8260)) ?(23,a(8402,8259)) ?(24,a(8402,8258)) ?(25,a(8402,8225)) ?(26,a(8402,8223)) ?(27,a(8402,8220)) ?(28,a(8402,8219)) ?(29,a(8402,8218)) ?(30,a(8402,8217)) ?(31,a(8402,8216)) ?(32,a(8402,8215)) ?(33,a(8402,8214)) ?(34,a(8402,8213)) ?(35,a(8402,8212)) ?(36,a(8402,8179)) ?(37,a(8402,8177)) ?(38,a(8402,8174)) ?(39,a(8402,8173)) ?(40,a(8402,8172)) ?(41,a(8402,8139)) ?(42,a(8402,8137)) ?(43,a(8402,8134)) ?(44,a(8402,8133)) ?(45,a(8402,8132)) ?(46,a(8402,8099)) ?(47,a(8402,8097)) ?(48,a(8402,8094)) ?(49,a(8402,8093)) ?(50,a(8402,8092))  (7831 tests, cond 2)
		n1 false (test_time = 18.7445)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.826)
search: ww_adaptive: found best (time_taken = 0.450423)
	variant  2751/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 1)
		n1 false (test_time = 19.4183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.470104)
	variant  2752/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 50)
		n1 false (test_time = 18.8418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427839)
	variant  2753/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 49)
		n1 false (test_time = 18.7626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420755)
	variant  2754/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 48)
		n1 false (test_time = 18.8233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419947)
	variant  2755/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 47)
		n1 false (test_time = 18.589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400745)
	variant  2756/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 46)
		n1 false (test_time = 18.7797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40183)
	variant  2757/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 45)
		n1 false (test_time = 19.8109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391307)
	variant  2758/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 44)
		n1 false (test_time = 19.204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383015)
	variant  2759/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 43)
		n1 false (test_time = 18.951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361971)
	variant  2760/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 42)
		n1 false (test_time = 18.8997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357432)
	variant  2761/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 41)
		n1 false (test_time = 18.4434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350555)
	variant  2762/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 40)
		n1 false (test_time = 18.792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336817)
	variant  2763/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 39)
		n1 false (test_time = 19.5585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344125)
	variant  2764/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 38)
		n1 false (test_time = 19.4694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321779)
	variant  2765/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 37)
		n1 false (test_time = 18.8875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337253)
	variant  2766/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 36)
		n1 false (test_time = 18.9474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307345)
	variant  2767/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 35)
		n1 false (test_time = 18.8789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297309)
	variant  2768/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 34)
		n1 false (test_time = 18.9666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288754)
	variant  2769/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 33)
		n1 false (test_time = 18.9836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273768)
	variant  2770/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 32)
		n1 false (test_time = 18.8152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262691)
	variant  2771/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 31)
		n1 false (test_time = 18.7127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262282)
	variant  2772/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 30)
		n1 false (test_time = 19.3774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243958)
	variant  2773/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 29)
		n1 false (test_time = 18.8675)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245814)
	variant  2774/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 28)
		n1 false (test_time = 18.959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232534)
	variant  2775/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 27)
		n1 false (test_time = 18.68)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22003)
	variant  2776/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 26)
		n1 false (test_time = 18.4712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209131)
	variant  2777/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 25)
		n1 false (test_time = 19.067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203294)
	variant  2778/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 24)
		n1 false (test_time = 19.5622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207876)
	variant  2779/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 23)
		n1 false (test_time = 19.397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183355)
	variant  2780/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 22)
		n1 false (test_time = 18.7151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173886)
	variant  2781/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 21)
		n1 false (test_time = 18.8816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171049)
	variant  2782/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 20)
		n1 false (test_time = 19.3135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167532)
	variant  2783/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 19)
		n1 false (test_time = 18.6015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149564)
	variant  2784/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 18)
		n1 false (test_time = 18.6451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135636)
	variant  2785/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 17)
		n1 false (test_time = 18.6317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134294)
	variant  2786/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 16)
		n1 false (test_time = 18.5838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120449)
	variant  2787/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 15)
		n1 false (test_time = 19.1358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120213)
	variant  2788/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 14)
		n1 false (test_time = 19.1039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101867)
	variant  2789/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 13)
		n1 false (test_time = 18.8738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092792)
	variant  2790/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 12)
		n1 false (test_time = 18.7809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.089268)
	variant  2791/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 11)
		n1 false (test_time = 18.8648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076324)
	variant  2792/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 10)
		n1 false (test_time = 18.966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.065022)
	variant  2793/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 9)
		n1 false (test_time = 19.1837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057035)
	variant  2794/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 8)
		n1 false (test_time = 19.5251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0456932)
	variant  2795/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 7)
		n1 false (test_time = 19.1257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038254)
	variant  2796/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 6)
		n1 false (test_time = 18.9857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0291851)
	variant  2797/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 5)
		n1 false (test_time = 19.3833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0201089)
	variant  2798/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 4)
		n1 false (test_time = 18.7598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00993109)
	variant  2799/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 3)
		n1 false (test_time = 18.6725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  2800/57423 = ?(1,a(8402,8059)) ?(2,a(8402,8057)) ?(3,a(8402,8054)) ?(4,a(8402,8022)) ?(5,a(8402,8020)) ?(6,a(8402,8017)) ?(7,a(8402,7985)) ?(8,a(8402,7983)) ?(9,a(8402,7980)) ?(10,a(8402,7979)) ?(11,a(8402,7947)) ?(12,a(8402,7945)) ?(13,a(8402,7940)) ?(14,a(8402,7939)) ?(15,a(8402,7937)) ?(16,a(8402,4493)) ?(17,a(8402,4388)) ?(18,a(8402,4173)) ?(19,a(8402,3694)) ?(20,a(8402,3629)) ?(21,a(8402,2688)) ?(22,a(8401,8431)) ?(23,a(8401,8430)) ?(24,a(8401,8429)) ?(25,a(8401,8428)) ?(26,a(8401,8426)) ?(27,a(8401,8425)) ?(28,a(8401,8424)) ?(29,a(8401,8391)) ?(30,a(8401,8389)) ?(31,a(8401,8386)) ?(32,a(8401,8385)) ?(33,a(8401,8384)) ?(34,a(8401,8351)) ?(35,a(8401,8349)) ?(36,a(8401,8346)) ?(37,a(8401,8345)) ?(38,a(8401,8344)) ?(39,a(8401,8343)) ?(40,a(8401,8342)) ?(41,a(8401,8341)) ?(42,a(8401,8340)) ?(43,a(8401,8339)) ?(44,a(8401,8306)) ?(45,a(8401,8304)) ?(46,a(8401,8301)) ?(47,a(8401,8268)) ?(48,a(8401,8266)) ?(49,a(8401,8263)) ?(50,a(8401,8262))  (7831 tests, cond 2)
		n1 false (test_time = 18.9983)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.075)
search: ww_adaptive: found best (time_taken = 0.457345)
	variant  2801/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 1)
		n1 false (test_time = 19.6564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4807)
	variant  2802/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 50)
		n1 false (test_time = 18.3058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434253)
	variant  2803/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 49)
		n1 false (test_time = 18.8671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415412)
	variant  2804/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 48)
		n1 false (test_time = 18.5305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407999)
	variant  2805/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 47)
		n1 false (test_time = 18.7121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404842)
	variant  2806/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 46)
		n1 false (test_time = 18.927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407228)
	variant  2807/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 45)
		n1 false (test_time = 18.9481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.638603)
	variant  2808/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 44)
		n1 false (test_time = 18.8284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378851)
	variant  2809/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 43)
		n1 false (test_time = 18.9248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36946)
	variant  2810/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 42)
		n1 false (test_time = 19.1526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414506)
	variant  2811/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 41)
		n1 false (test_time = 19.0352)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354737)
	variant  2812/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 40)
		n1 false (test_time = 18.791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339281)
	variant  2813/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 39)
		n1 false (test_time = 18.674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337484)
	variant  2814/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 38)
		n1 false (test_time = 19.5561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317754)
	variant  2815/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 37)
		n1 false (test_time = 19.2435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313619)
	variant  2816/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 36)
		n1 false (test_time = 18.7987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311642)
	variant  2817/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 35)
		n1 false (test_time = 18.9114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293908)
	variant  2818/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 34)
		n1 false (test_time = 18.89)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289112)
	variant  2819/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 33)
		n1 false (test_time = 18.7083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277039)
	variant  2820/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 32)
		n1 false (test_time = 18.8857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264013)
	variant  2821/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 31)
		n1 false (test_time = 18.7563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266068)
	variant  2822/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 30)
		n1 false (test_time = 19.1976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262146)
	variant  2823/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 29)
		n1 false (test_time = 19.6092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243562)
	variant  2824/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 28)
		n1 false (test_time = 18.8203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234922)
	variant  2825/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 27)
		n1 false (test_time = 18.9603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223481)
	variant  2826/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 26)
		n1 false (test_time = 19.0136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205997)
	variant  2827/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 25)
		n1 false (test_time = 18.8166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202021)
	variant  2828/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 24)
		n1 false (test_time = 18.5051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198507)
	variant  2829/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 23)
		n1 false (test_time = 19.8454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195735)
	variant  2830/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 22)
		n1 false (test_time = 19.2619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184347)
	variant  2831/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 21)
		n1 false (test_time = 18.9901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169368)
	variant  2832/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 20)
		n1 false (test_time = 19.2196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157203)
	variant  2833/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 19)
		n1 false (test_time = 18.8805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165892)
	variant  2834/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 18)
		n1 false (test_time = 18.9475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1367)
	variant  2835/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 17)
		n1 false (test_time = 19.2136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139105)
	variant  2836/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 16)
		n1 false (test_time = 19.0306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129195)
	variant  2837/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 15)
		n1 false (test_time = 19.1227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111272)
	variant  2838/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 14)
		n1 false (test_time = 19.005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103448)
	variant  2839/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 13)
		n1 false (test_time = 18.4875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0929351)
	variant  2840/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 12)
		n1 false (test_time = 18.9659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0831079)
	variant  2841/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 11)
		n1 false (test_time = 19.37)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.078063)
	variant  2842/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 10)
		n1 false (test_time = 19.2823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0660758)
	variant  2843/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 9)
		n1 false (test_time = 18.8719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0563281)
	variant  2844/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 8)
		n1 false (test_time = 19.3303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.049825)
	variant  2845/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 7)
		n1 false (test_time = 19.8366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0393772)
	variant  2846/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 6)
		n1 false (test_time = 18.9223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0296481)
	variant  2847/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 5)
		n1 false (test_time = 19.2947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0200541)
	variant  2848/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 4)
		n1 false (test_time = 18.9291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00970483)
	variant  2849/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 3)
		n1 false (test_time = 18.7621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  2850/57423 = ?(1,a(8401,8261)) ?(2,a(8401,8260)) ?(3,a(8401,8259)) ?(4,a(8401,8258)) ?(5,a(8401,8225)) ?(6,a(8401,8223)) ?(7,a(8401,8220)) ?(8,a(8401,8219)) ?(9,a(8401,8218)) ?(10,a(8401,8217)) ?(11,a(8401,8216)) ?(12,a(8401,8215)) ?(13,a(8401,8214)) ?(14,a(8401,8213)) ?(15,a(8401,8212)) ?(16,a(8401,8179)) ?(17,a(8401,8177)) ?(18,a(8401,8174)) ?(19,a(8401,8173)) ?(20,a(8401,8172)) ?(21,a(8401,8139)) ?(22,a(8401,8137)) ?(23,a(8401,8134)) ?(24,a(8401,8133)) ?(25,a(8401,8132)) ?(26,a(8401,8099)) ?(27,a(8401,8097)) ?(28,a(8401,8094)) ?(29,a(8401,8093)) ?(30,a(8401,8092)) ?(31,a(8401,8059)) ?(32,a(8401,8057)) ?(33,a(8401,8054)) ?(34,a(8401,8022)) ?(35,a(8401,8020)) ?(36,a(8401,8017)) ?(37,a(8401,7985)) ?(38,a(8401,7983)) ?(39,a(8401,7980)) ?(40,a(8401,7979)) ?(41,a(8401,7947)) ?(42,a(8401,7945)) ?(43,a(8401,7940)) ?(44,a(8401,7939)) ?(45,a(8401,7937)) ?(46,a(8401,4493)) ?(47,a(8401,4388)) ?(48,a(8401,4173)) ?(49,a(8401,3694)) ?(50,a(8401,3629))  (7831 tests, cond 2)
		n1 false (test_time = 19.0921)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 507.775)
search: ww_adaptive: found best (time_taken = 0.450205)
	variant  2851/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 1)
		n1 false (test_time = 19.6585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444639)
	variant  2852/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 50)
		n1 false (test_time = 18.877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432089)
	variant  2853/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 49)
		n1 false (test_time = 18.7751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422269)
	variant  2854/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 48)
		n1 false (test_time = 18.3841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419628)
	variant  2855/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 47)
		n1 false (test_time = 18.9326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410895)
	variant  2856/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 46)
		n1 false (test_time = 18.8907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40318)
	variant  2857/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 45)
		n1 false (test_time = 18.5467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384423)
	variant  2858/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 44)
		n1 false (test_time = 18.8653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373024)
	variant  2859/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 43)
		n1 false (test_time = 18.5801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371277)
	variant  2860/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.0018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357247)
	variant  2861/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 41)
		n1 false (test_time = 18.8078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342321)
	variant  2862/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 40)
		n1 false (test_time = 19.1003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372346)
	variant  2863/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 39)
		n1 false (test_time = 18.876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3377)
	variant  2864/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 38)
		n1 false (test_time = 19.1715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332489)
	variant  2865/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 37)
		n1 false (test_time = 19.3835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312849)
	variant  2866/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 36)
		n1 false (test_time = 18.7609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301132)
	variant  2867/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 35)
		n1 false (test_time = 18.9414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292163)
	variant  2868/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 34)
		n1 false (test_time = 18.9502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288846)
	variant  2869/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 33)
		n1 false (test_time = 18.7566)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272563)
	variant  2870/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 32)
		n1 false (test_time = 19.4695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273454)
	variant  2871/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 31)
		n1 false (test_time = 18.717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256589)
	variant  2872/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 30)
		n1 false (test_time = 18.681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249386)
	variant  2873/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 29)
		n1 false (test_time = 18.9858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239101)
	variant  2874/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 28)
		n1 false (test_time = 19.089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231326)
	variant  2875/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 27)
		n1 false (test_time = 18.8898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217908)
	variant  2876/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 26)
		n1 false (test_time = 19.0152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211492)
	variant  2877/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 25)
		n1 false (test_time = 19.188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203974)
	variant  2878/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 24)
		n1 false (test_time = 19.0682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195008)
	variant  2879/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 23)
		n1 false (test_time = 19.6066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200695)
	variant  2880/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 22)
		n1 false (test_time = 19.3397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176393)
	variant  2881/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 21)
		n1 false (test_time = 18.794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166909)
	variant  2882/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 20)
		n1 false (test_time = 19.1296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161385)
	variant  2883/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 19)
		n1 false (test_time = 19.3834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144163)
	variant  2884/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 18)
		n1 false (test_time = 19.0809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144088)
	variant  2885/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 17)
		n1 false (test_time = 19.1613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137476)
	variant  2886/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 16)
		n1 false (test_time = 19.0812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126052)
	variant  2887/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 15)
		n1 false (test_time = 19.0921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11158)
	variant  2888/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 14)
		n1 false (test_time = 19.5312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110305)
	variant  2889/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 13)
		n1 false (test_time = 19.0224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0965331)
	variant  2890/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 12)
		n1 false (test_time = 18.8216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083812)
	variant  2891/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 11)
		n1 false (test_time = 19.0202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076256)
	variant  2892/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 10)
		n1 false (test_time = 18.7462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0640171)
	variant  2893/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 9)
		n1 false (test_time = 18.8245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054872)
	variant  2894/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 8)
		n1 false (test_time = 19.2349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055687)
	variant  2895/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 7)
		n1 false (test_time = 19.5347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.044224)
	variant  2896/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 6)
		n1 false (test_time = 18.7717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287759)
	variant  2897/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 5)
		n1 false (test_time = 19.0522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0212531)
	variant  2898/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 4)
		n1 false (test_time = 18.9234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00962901)
	variant  2899/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 3)
		n1 false (test_time = 19.4215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  2900/57423 = ?(1,a(8401,2688)) ?(2,a(8400,8431)) ?(3,a(8400,8430)) ?(4,a(8400,8429)) ?(5,a(8400,8428)) ?(6,a(8400,8426)) ?(7,a(8400,8425)) ?(8,a(8400,8424)) ?(9,a(8400,8391)) ?(10,a(8400,8389)) ?(11,a(8400,8386)) ?(12,a(8400,8385)) ?(13,a(8400,8384)) ?(14,a(8400,8351)) ?(15,a(8400,8349)) ?(16,a(8400,8346)) ?(17,a(8400,8345)) ?(18,a(8400,8344)) ?(19,a(8400,8343)) ?(20,a(8400,8342)) ?(21,a(8400,8341)) ?(22,a(8400,8340)) ?(23,a(8400,8339)) ?(24,a(8400,8306)) ?(25,a(8400,8304)) ?(26,a(8400,8301)) ?(27,a(8400,8268)) ?(28,a(8400,8266)) ?(29,a(8400,8263)) ?(30,a(8400,8262)) ?(31,a(8400,8261)) ?(32,a(8400,8260)) ?(33,a(8400,8259)) ?(34,a(8400,8258)) ?(35,a(8400,8225)) ?(36,a(8400,8223)) ?(37,a(8400,8220)) ?(38,a(8400,8219)) ?(39,a(8400,8218)) ?(40,a(8400,8217)) ?(41,a(8400,8216)) ?(42,a(8400,8215)) ?(43,a(8400,8214)) ?(44,a(8400,8213)) ?(45,a(8400,8212)) ?(46,a(8400,8179)) ?(47,a(8400,8177)) ?(48,a(8400,8174)) ?(49,a(8400,8173)) ?(50,a(8400,8172))  (7831 tests, cond 2)
		n1 false (test_time = 19.0966)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 508.517)
search: ww_adaptive: found best (time_taken = 0.445987)
	variant  2901/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 1)
		n1 false (test_time = 19.5554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441336)
	variant  2902/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 50)
		n1 false (test_time = 19.1195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439039)
	variant  2903/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 49)
		n1 false (test_time = 18.8801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449112)
	variant  2904/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 48)
		n1 false (test_time = 19.4343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424159)
	variant  2905/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 47)
		n1 false (test_time = 19.132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397726)
	variant  2906/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 46)
		n1 false (test_time = 18.7948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406668)
	variant  2907/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 45)
		n1 false (test_time = 18.8723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411926)
	variant  2908/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 44)
		n1 false (test_time = 19.6163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395166)
	variant  2909/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 43)
		n1 false (test_time = 19.1231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374061)
	variant  2910/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 42)
		n1 false (test_time = 19.7337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373255)
	variant  2911/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 41)
		n1 false (test_time = 18.5842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343791)
	variant  2912/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 40)
		n1 false (test_time = 18.8245)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343315)
	variant  2913/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 39)
		n1 false (test_time = 18.8211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335778)
	variant  2914/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 38)
		n1 false (test_time = 19.2982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326147)
	variant  2915/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 37)
		n1 false (test_time = 19.0481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316202)
	variant  2916/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 36)
		n1 false (test_time = 18.9658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303511)
	variant  2917/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 35)
		n1 false (test_time = 19.4442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305919)
	variant  2918/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 34)
		n1 false (test_time = 18.904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288998)
	variant  2919/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 33)
		n1 false (test_time = 18.9523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272505)
	variant  2920/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 32)
		n1 false (test_time = 19.1579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266337)
	variant  2921/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 31)
		n1 false (test_time = 19.3807)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271923)
	variant  2922/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 30)
		n1 false (test_time = 18.3572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251134)
	variant  2923/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 29)
		n1 false (test_time = 18.7887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262553)
	variant  2924/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 28)
		n1 false (test_time = 18.9696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228204)
	variant  2925/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 27)
		n1 false (test_time = 18.7793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221443)
	variant  2926/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 26)
		n1 false (test_time = 18.7871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215602)
	variant  2927/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 25)
		n1 false (test_time = 19.1257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198793)
	variant  2928/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 24)
		n1 false (test_time = 18.563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193355)
	variant  2929/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 23)
		n1 false (test_time = 19.1871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214239)
	variant  2930/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 22)
		n1 false (test_time = 19.4582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181127)
	variant  2931/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 21)
		n1 false (test_time = 19.2318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162755)
	variant  2932/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 20)
		n1 false (test_time = 19.2023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174051)
	variant  2933/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 19)
		n1 false (test_time = 19.3576)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152066)
	variant  2934/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 18)
		n1 false (test_time = 19.6512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143691)
	variant  2935/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 17)
		n1 false (test_time = 18.8535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131247)
	variant  2936/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 16)
		n1 false (test_time = 18.9149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125646)
	variant  2937/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 15)
		n1 false (test_time = 19.0334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111178)
	variant  2938/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 14)
		n1 false (test_time = 19.2533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114918)
	variant  2939/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 13)
		n1 false (test_time = 19.0658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.097172)
	variant  2940/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 12)
		n1 false (test_time = 18.7958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0827532)
	variant  2941/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.4757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0750921)
	variant  2942/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 10)
		n1 false (test_time = 19.1856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0678329)
	variant  2943/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 9)
		n1 false (test_time = 19.3767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0589149)
	variant  2944/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 8)
		n1 false (test_time = 18.6823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0536392)
	variant  2945/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 7)
		n1 false (test_time = 19.5821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037426)
	variant  2946/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 6)
		n1 false (test_time = 19.2236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286138)
	variant  2947/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 5)
		n1 false (test_time = 19.9378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0200691)
	variant  2948/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 4)
		n1 false (test_time = 18.6583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0137799)
	variant  2949/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 3)
		n1 false (test_time = 18.9395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  2950/57423 = ?(1,a(8400,8139)) ?(2,a(8400,8137)) ?(3,a(8400,8134)) ?(4,a(8400,8133)) ?(5,a(8400,8132)) ?(6,a(8400,8099)) ?(7,a(8400,8097)) ?(8,a(8400,8094)) ?(9,a(8400,8093)) ?(10,a(8400,8092)) ?(11,a(8400,8059)) ?(12,a(8400,8057)) ?(13,a(8400,8054)) ?(14,a(8400,8022)) ?(15,a(8400,8020)) ?(16,a(8400,8017)) ?(17,a(8400,7985)) ?(18,a(8400,7983)) ?(19,a(8400,7980)) ?(20,a(8400,7979)) ?(21,a(8400,7947)) ?(22,a(8400,7945)) ?(23,a(8400,7940)) ?(24,a(8400,7939)) ?(25,a(8400,7937)) ?(26,a(8400,4493)) ?(27,a(8400,4388)) ?(28,a(8400,4173)) ?(29,a(8400,3694)) ?(30,a(8400,3629)) ?(31,a(8400,2688)) ?(32,a(8399,8431)) ?(33,a(8399,8430)) ?(34,a(8399,8429)) ?(35,a(8399,8428)) ?(36,a(8399,8426)) ?(37,a(8399,8425)) ?(38,a(8399,8424)) ?(39,a(8399,8391)) ?(40,a(8399,8389)) ?(41,a(8399,8386)) ?(42,a(8399,8385)) ?(43,a(8399,8384)) ?(44,a(8399,8351)) ?(45,a(8399,8349)) ?(46,a(8399,8346)) ?(47,a(8399,8345)) ?(48,a(8399,8344)) ?(49,a(8399,8343)) ?(50,a(8399,8342))  (7831 tests, cond 2)
		n1 false (test_time = 18.8507)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 505.716)
search: ww_adaptive: found best (time_taken = 0.473609)
	variant  2951/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 1)
		n1 false (test_time = 19.1344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441785)
	variant  2952/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 50)
		n1 false (test_time = 19.1854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439508)
	variant  2953/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 49)
		n1 false (test_time = 18.6695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429839)
	variant  2954/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 48)
		n1 false (test_time = 18.7478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409716)
	variant  2955/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 47)
		n1 false (test_time = 18.8899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415428)
	variant  2956/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 46)
		n1 false (test_time = 18.8251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396649)
	variant  2957/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 45)
		n1 false (test_time = 18.9744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379852)
	variant  2958/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 44)
		n1 false (test_time = 19.1297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395077)
	variant  2959/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 43)
		n1 false (test_time = 18.9811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35952)
	variant  2960/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 42)
		n1 false (test_time = 19.2286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364447)
	variant  2961/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 41)
		n1 false (test_time = 19.2634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369337)
	variant  2962/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 40)
		n1 false (test_time = 18.5999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339713)
	variant  2963/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 39)
		n1 false (test_time = 18.8792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325948)
	variant  2964/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.6014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331932)
	variant  2965/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 37)
		n1 false (test_time = 19.2877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313242)
	variant  2966/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 36)
		n1 false (test_time = 19.1029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298973)
	variant  2967/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 35)
		n1 false (test_time = 18.627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297709)
	variant  2968/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.5663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281497)
	variant  2969/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 33)
		n1 false (test_time = 18.6779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275427)
	variant  2970/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 32)
		n1 false (test_time = 19.2674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282953)
	variant  2971/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 31)
		n1 false (test_time = 18.8328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264718)
	variant  2972/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 30)
		n1 false (test_time = 18.705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250988)
	variant  2973/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 29)
		n1 false (test_time = 19.0877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252569)
	variant  2974/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 28)
		n1 false (test_time = 19.2491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249522)
	variant  2975/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 27)
		n1 false (test_time = 18.8221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221106)
	variant  2976/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 26)
		n1 false (test_time = 18.874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212347)
	variant  2977/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 25)
		n1 false (test_time = 18.859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206094)
	variant  2978/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 24)
		n1 false (test_time = 18.5118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191587)
	variant  2979/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 23)
		n1 false (test_time = 18.6458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184993)
	variant  2980/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 22)
		n1 false (test_time = 19.3729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192998)
	variant  2981/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 21)
		n1 false (test_time = 19.2025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1634)
	variant  2982/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 20)
		n1 false (test_time = 19.0211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154702)
	variant  2983/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 19)
		n1 false (test_time = 19.4569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156387)
	variant  2984/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 18)
		n1 false (test_time = 19.0749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150088)
	variant  2985/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.9785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135065)
	variant  2986/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 16)
		n1 false (test_time = 18.9223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11982)
	variant  2987/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 15)
		n1 false (test_time = 18.8314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111503)
	variant  2988/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.7099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099762)
	variant  2989/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 13)
		n1 false (test_time = 19.2627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0907519)
	variant  2990/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 12)
		n1 false (test_time = 18.6895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0835221)
	variant  2991/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 11)
		n1 false (test_time = 19.0439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072552)
	variant  2992/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 10)
		n1 false (test_time = 19.462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0750642)
	variant  2993/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 9)
		n1 false (test_time = 18.7209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057744)
	variant  2994/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.6771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04794)
	variant  2995/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 7)
		n1 false (test_time = 19.2976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038029)
	variant  2996/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 6)
		n1 false (test_time = 19.5107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0320311)
	variant  2997/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.8541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.01893)
	variant  2998/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 4)
		n1 false (test_time = 18.9836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009624)
	variant  2999/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 3)
		n1 false (test_time = 18.718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  3000/57423 = ?(1,a(8399,8341)) ?(2,a(8399,8340)) ?(3,a(8399,8339)) ?(4,a(8399,8306)) ?(5,a(8399,8304)) ?(6,a(8399,8301)) ?(7,a(8399,8268)) ?(8,a(8399,8266)) ?(9,a(8399,8263)) ?(10,a(8399,8262)) ?(11,a(8399,8261)) ?(12,a(8399,8260)) ?(13,a(8399,8259)) ?(14,a(8399,8258)) ?(15,a(8399,8225)) ?(16,a(8399,8223)) ?(17,a(8399,8220)) ?(18,a(8399,8219)) ?(19,a(8399,8218)) ?(20,a(8399,8217)) ?(21,a(8399,8216)) ?(22,a(8399,8215)) ?(23,a(8399,8214)) ?(24,a(8399,8213)) ?(25,a(8399,8212)) ?(26,a(8399,8179)) ?(27,a(8399,8177)) ?(28,a(8399,8174)) ?(29,a(8399,8173)) ?(30,a(8399,8172)) ?(31,a(8399,8139)) ?(32,a(8399,8137)) ?(33,a(8399,8134)) ?(34,a(8399,8133)) ?(35,a(8399,8132)) ?(36,a(8399,8099)) ?(37,a(8399,8097)) ?(38,a(8399,8094)) ?(39,a(8399,8093)) ?(40,a(8399,8092)) ?(41,a(8399,8059)) ?(42,a(8399,8057)) ?(43,a(8399,8054)) ?(44,a(8399,8022)) ?(45,a(8399,8020)) ?(46,a(8399,8017)) ?(47,a(8399,7985)) ?(48,a(8399,7983)) ?(49,a(8399,7980)) ?(50,a(8399,7979))  (7831 tests, cond 2)
		n1 false (test_time = 19.1013)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.589)
search: ww_adaptive: found best (time_taken = 0.479296)
	variant  3001/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 1)
		n1 false (test_time = 20.5534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.458952)
	variant  3002/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 50)
		n1 false (test_time = 18.8478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431359)
	variant  3003/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 49)
		n1 false (test_time = 18.8592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426309)
	variant  3004/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 48)
		n1 false (test_time = 18.8266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420833)
	variant  3005/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 47)
		n1 false (test_time = 18.722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412147)
	variant  3006/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 46)
		n1 false (test_time = 19.1401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391189)
	variant  3007/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 45)
		n1 false (test_time = 18.7818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386774)
	variant  3008/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 44)
		n1 false (test_time = 18.8734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374176)
	variant  3009/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 43)
		n1 false (test_time = 19.1183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37911)
	variant  3010/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 42)
		n1 false (test_time = 18.7623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373243)
	variant  3011/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 41)
		n1 false (test_time = 18.8613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350179)
	variant  3012/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 40)
		n1 false (test_time = 19.0674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335614)
	variant  3013/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 39)
		n1 false (test_time = 18.9981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347472)
	variant  3014/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 38)
		n1 false (test_time = 18.9778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317343)
	variant  3015/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 37)
		n1 false (test_time = 19.324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322485)
	variant  3016/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 36)
		n1 false (test_time = 19.2866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30732)
	variant  3017/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 35)
		n1 false (test_time = 19.0299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29678)
	variant  3018/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 34)
		n1 false (test_time = 19.2351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289009)
	variant  3019/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 33)
		n1 false (test_time = 18.9858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276765)
	variant  3020/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 32)
		n1 false (test_time = 18.937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266792)
	variant  3021/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 31)
		n1 false (test_time = 19.1517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263721)
	variant  3022/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 30)
		n1 false (test_time = 18.9512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256945)
	variant  3023/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 29)
		n1 false (test_time = 19.0798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235825)
	variant  3024/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 28)
		n1 false (test_time = 19.7462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231865)
	variant  3025/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 27)
		n1 false (test_time = 18.9396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222032)
	variant  3026/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 26)
		n1 false (test_time = 19.1827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217351)
	variant  3027/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 25)
		n1 false (test_time = 19.0969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206832)
	variant  3028/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 24)
		n1 false (test_time = 18.9283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18961)
	variant  3029/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 23)
		n1 false (test_time = 18.9719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183132)
	variant  3030/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182876)
	variant  3031/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 21)
		n1 false (test_time = 19.2954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168264)
	variant  3032/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 20)
		n1 false (test_time = 19.0633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156926)
	variant  3033/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 19)
		n1 false (test_time = 18.9594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151413)
	variant  3034/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 18)
		n1 false (test_time = 18.9383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139403)
	variant  3035/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 17)
		n1 false (test_time = 18.5387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129988)
	variant  3036/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 16)
		n1 false (test_time = 18.5326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122206)
	variant  3037/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 15)
		n1 false (test_time = 19.0948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109525)
	variant  3038/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 14)
		n1 false (test_time = 18.8344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100673)
	variant  3039/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 13)
		n1 false (test_time = 19.3942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.096555)
	variant  3040/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 12)
		n1 false (test_time = 19.3717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0845461)
	variant  3041/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 11)
		n1 false (test_time = 18.691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0747581)
	variant  3042/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 10)
		n1 false (test_time = 18.8789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.067456)
	variant  3043/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 9)
		n1 false (test_time = 18.4524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0570428)
	variant  3044/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 8)
		n1 false (test_time = 18.8742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0476298)
	variant  3045/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 7)
		n1 false (test_time = 18.8781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04462)
	variant  3046/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 6)
		n1 false (test_time = 19.5138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0288999)
	variant  3047/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 5)
		n1 false (test_time = 19.5828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0196819)
	variant  3048/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 4)
		n1 false (test_time = 19.4248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.011632)
	variant  3049/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 3)
		n1 false (test_time = 19.7023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  3050/57423 = ?(1,a(8399,7947)) ?(2,a(8399,7945)) ?(3,a(8399,7940)) ?(4,a(8399,7939)) ?(5,a(8399,7937)) ?(6,a(8399,4493)) ?(7,a(8399,4388)) ?(8,a(8399,4173)) ?(9,a(8399,3694)) ?(10,a(8399,3629)) ?(11,a(8399,2688)) ?(12,a(8398,8431)) ?(13,a(8398,8430)) ?(14,a(8398,8429)) ?(15,a(8398,8428)) ?(16,a(8398,8426)) ?(17,a(8398,8425)) ?(18,a(8398,8424)) ?(19,a(8398,8391)) ?(20,a(8398,8389)) ?(21,a(8398,8386)) ?(22,a(8398,8385)) ?(23,a(8398,8384)) ?(24,a(8398,8351)) ?(25,a(8398,8349)) ?(26,a(8398,8346)) ?(27,a(8398,8345)) ?(28,a(8398,8344)) ?(29,a(8398,8343)) ?(30,a(8398,8342)) ?(31,a(8398,8341)) ?(32,a(8398,8340)) ?(33,a(8398,8339)) ?(34,a(8398,8306)) ?(35,a(8398,8304)) ?(36,a(8398,8301)) ?(37,a(8398,8268)) ?(38,a(8398,8266)) ?(39,a(8398,8263)) ?(40,a(8398,8262)) ?(41,a(8398,8261)) ?(42,a(8398,8260)) ?(43,a(8398,8259)) ?(44,a(8398,8258)) ?(45,a(8398,8225)) ?(46,a(8398,8223)) ?(47,a(8398,8220)) ?(48,a(8398,8219)) ?(49,a(8398,8218)) ?(50,a(8398,8217))  (7831 tests, cond 2)
		n1 false (test_time = 19.2724)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 511.106)
search: ww_adaptive: found best (time_taken = 0.469236)
	variant  3051/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 1)
		n1 false (test_time = 20.6884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445118)
	variant  3052/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 50)
		n1 false (test_time = 19.3086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433751)
	variant  3053/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 49)
		n1 false (test_time = 19.4668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430942)
	variant  3054/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 48)
		n1 false (test_time = 19.2453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438609)
	variant  3055/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 47)
		n1 false (test_time = 18.9264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408197)
	variant  3056/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 46)
		n1 false (test_time = 19.2462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393714)
	variant  3057/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 45)
		n1 false (test_time = 19.1174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396424)
	variant  3058/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 44)
		n1 false (test_time = 19.3772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38842)
	variant  3059/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 43)
		n1 false (test_time = 20.0912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373455)
	variant  3060/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 42)
		n1 false (test_time = 19.2874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367809)
	variant  3061/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 41)
		n1 false (test_time = 19.1673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352759)
	variant  3062/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 40)
		n1 false (test_time = 19.0538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353477)
	variant  3063/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 39)
		n1 false (test_time = 19.1943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333553)
	variant  3064/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 38)
		n1 false (test_time = 19.3289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328711)
	variant  3065/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 37)
		n1 false (test_time = 19.6385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331724)
	variant  3066/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 36)
		n1 false (test_time = 19.6941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3077)
	variant  3067/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 35)
		n1 false (test_time = 19.374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294629)
	variant  3068/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 34)
		n1 false (test_time = 19.3853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308439)
	variant  3069/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 33)
		n1 false (test_time = 19.2802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277008)
	variant  3070/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 32)
		n1 false (test_time = 19.437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275482)
	variant  3071/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 31)
		n1 false (test_time = 19.5221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270628)
	variant  3072/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 30)
		n1 false (test_time = 19.5598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274962)
	variant  3073/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 29)
		n1 false (test_time = 19.7921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270212)
	variant  3074/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 28)
		n1 false (test_time = 19.9519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240497)
	variant  3075/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 27)
		n1 false (test_time = 19.189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219511)
	variant  3076/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 26)
		n1 false (test_time = 19.6047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227277)
	variant  3077/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 25)
		n1 false (test_time = 19.2004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207466)
	variant  3078/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 24)
		n1 false (test_time = 19.3689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20004)
	variant  3079/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 23)
		n1 false (test_time = 19.3776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187931)
	variant  3080/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 22)
		n1 false (test_time = 20.1122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194175)
	variant  3081/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 21)
		n1 false (test_time = 19.5854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167607)
	variant  3082/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 20)
		n1 false (test_time = 19.4708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164439)
	variant  3083/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 19)
		n1 false (test_time = 19.365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158301)
	variant  3084/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 18)
		n1 false (test_time = 18.9168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139649)
	variant  3085/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 17)
		n1 false (test_time = 19.8938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132568)
	variant  3086/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 16)
		n1 false (test_time = 19.2725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126121)
	variant  3087/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 15)
		n1 false (test_time = 19.2955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111982)
	variant  3088/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 14)
		n1 false (test_time = 19.2694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1057)
	variant  3089/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 13)
		n1 false (test_time = 19.2899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0995421)
	variant  3090/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 12)
		n1 false (test_time = 19.2928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0857539)
	variant  3091/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 11)
		n1 false (test_time = 19.4291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0761619)
	variant  3092/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 10)
		n1 false (test_time = 19.1991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0684001)
	variant  3093/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 9)
		n1 false (test_time = 19.4889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055845)
	variant  3094/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 8)
		n1 false (test_time = 18.831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047766)
	variant  3095/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 7)
		n1 false (test_time = 19.9066)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0373991)
	variant  3096/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 6)
		n1 false (test_time = 19.5429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0339601)
	variant  3097/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 5)
		n1 false (test_time = 19.8348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0191691)
	variant  3098/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.9832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0096612)
	variant  3099/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 3)
		n1 false (test_time = 18.8355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3100/57423 = ?(1,a(8398,8216)) ?(2,a(8398,8215)) ?(3,a(8398,8214)) ?(4,a(8398,8213)) ?(5,a(8398,8212)) ?(6,a(8398,8179)) ?(7,a(8398,8177)) ?(8,a(8398,8174)) ?(9,a(8398,8173)) ?(10,a(8398,8172)) ?(11,a(8398,8139)) ?(12,a(8398,8137)) ?(13,a(8398,8134)) ?(14,a(8398,8133)) ?(15,a(8398,8132)) ?(16,a(8398,8099)) ?(17,a(8398,8097)) ?(18,a(8398,8094)) ?(19,a(8398,8093)) ?(20,a(8398,8092)) ?(21,a(8398,8059)) ?(22,a(8398,8057)) ?(23,a(8398,8054)) ?(24,a(8398,8022)) ?(25,a(8398,8020)) ?(26,a(8398,8017)) ?(27,a(8398,7985)) ?(28,a(8398,7983)) ?(29,a(8398,7980)) ?(30,a(8398,7979)) ?(31,a(8398,7947)) ?(32,a(8398,7945)) ?(33,a(8398,7940)) ?(34,a(8398,7939)) ?(35,a(8398,7937)) ?(36,a(8398,4493)) ?(37,a(8398,4388)) ?(38,a(8398,4173)) ?(39,a(8398,3694)) ?(40,a(8398,3629)) ?(41,a(8398,2688)) ?(42,a(8397,8431)) ?(43,a(8397,8430)) ?(44,a(8397,8429)) ?(45,a(8397,8428)) ?(46,a(8397,8426)) ?(47,a(8397,8425)) ?(48,a(8397,8424)) ?(49,a(8397,8391)) ?(50,a(8397,8389))  (7831 tests, cond 2)
		n1 false (test_time = 19.2208)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 512.047)
search: ww_adaptive: found best (time_taken = 0.461616)
	variant  3101/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 1)
		n1 false (test_time = 20.2106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464259)
	variant  3102/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 50)
		n1 false (test_time = 19.8021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445342)
	variant  3103/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 49)
		n1 false (test_time = 19.8537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.457113)
	variant  3104/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 48)
		n1 false (test_time = 19.2164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425763)
	variant  3105/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 47)
		n1 false (test_time = 19.8051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410011)
	variant  3106/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 46)
		n1 false (test_time = 19.5556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406337)
	variant  3107/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 45)
		n1 false (test_time = 19.5561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402171)
	variant  3108/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 44)
		n1 false (test_time = 19.7404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375866)
	variant  3109/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 43)
		n1 false (test_time = 19.6605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376137)
	variant  3110/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 42)
		n1 false (test_time = 19.6451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373288)
	variant  3111/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 41)
		n1 false (test_time = 20.0221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371155)
	variant  3112/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 40)
		n1 false (test_time = 19.5735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372319)
	variant  3113/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 39)
		n1 false (test_time = 19.6898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342352)
	variant  3114/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 38)
		n1 false (test_time = 20.2293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323888)
	variant  3115/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 37)
		n1 false (test_time = 20.0846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341215)
	variant  3116/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 36)
		n1 false (test_time = 19.4338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309772)
	variant  3117/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 35)
		n1 false (test_time = 19.3948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305677)
	variant  3118/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 34)
		n1 false (test_time = 19.0273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297828)
	variant  3119/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 33)
		n1 false (test_time = 19.3326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304685)
	variant  3120/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 32)
		n1 false (test_time = 20.0743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277881)
	variant  3121/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 31)
		n1 false (test_time = 19.4076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265887)
	variant  3122/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 30)
		n1 false (test_time = 20.6329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265503)
	variant  3123/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 29)
		n1 false (test_time = 20.117)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245964)
	variant  3124/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 28)
		n1 false (test_time = 19.7804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240655)
	variant  3125/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 27)
		n1 false (test_time = 19.7196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232015)
	variant  3126/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 26)
		n1 false (test_time = 19.5061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209371)
	variant  3127/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 25)
		n1 false (test_time = 19.3992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207809)
	variant  3128/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 24)
		n1 false (test_time = 19.6562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199743)
	variant  3129/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 23)
		n1 false (test_time = 20.2664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219745)
	variant  3130/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 22)
		n1 false (test_time = 19.5497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182609)
	variant  3131/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 21)
		n1 false (test_time = 19.9078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182758)
	variant  3132/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 20)
		n1 false (test_time = 19.6159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16653)
	variant  3133/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 19)
		n1 false (test_time = 19.4193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153957)
	variant  3134/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 18)
		n1 false (test_time = 19.7457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142763)
	variant  3135/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 17)
		n1 false (test_time = 19.8533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135295)
	variant  3136/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 16)
		n1 false (test_time = 19.4442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124279)
	variant  3137/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 15)
		n1 false (test_time = 20.0085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11712)
	variant  3138/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 14)
		n1 false (test_time = 19.529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105098)
	variant  3139/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 13)
		n1 false (test_time = 19.7756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109231)
	variant  3140/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 12)
		n1 false (test_time = 19.9932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.08834)
	variant  3141/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 11)
		n1 false (test_time = 19.3046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.074846)
	variant  3142/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 10)
		n1 false (test_time = 19.8752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0682099)
	variant  3143/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 9)
		n1 false (test_time = 20.7617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066803)
	variant  3144/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 8)
		n1 false (test_time = 20.0602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0502441)
	variant  3145/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 7)
		n1 false (test_time = 20.0231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0437279)
	variant  3146/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 6)
		n1 false (test_time = 20.8771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0308309)
	variant  3147/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 5)
		n1 false (test_time = 19.9584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0210559)
	variant  3148/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 4)
		n1 false (test_time = 19.6738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009588)
	variant  3149/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 3)
		n1 false (test_time = 19.8565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3150/57423 = ?(1,a(8397,8386)) ?(2,a(8397,8385)) ?(3,a(8397,8384)) ?(4,a(8397,8351)) ?(5,a(8397,8349)) ?(6,a(8397,8346)) ?(7,a(8397,8345)) ?(8,a(8397,8344)) ?(9,a(8397,8343)) ?(10,a(8397,8342)) ?(11,a(8397,8341)) ?(12,a(8397,8340)) ?(13,a(8397,8339)) ?(14,a(8397,8306)) ?(15,a(8397,8304)) ?(16,a(8397,8301)) ?(17,a(8397,8268)) ?(18,a(8397,8266)) ?(19,a(8397,8263)) ?(20,a(8397,8262)) ?(21,a(8397,8261)) ?(22,a(8397,8260)) ?(23,a(8397,8259)) ?(24,a(8397,8258)) ?(25,a(8397,8225)) ?(26,a(8397,8223)) ?(27,a(8397,8220)) ?(28,a(8397,8219)) ?(29,a(8397,8218)) ?(30,a(8397,8217)) ?(31,a(8397,8216)) ?(32,a(8397,8215)) ?(33,a(8397,8214)) ?(34,a(8397,8213)) ?(35,a(8397,8212)) ?(36,a(8397,8179)) ?(37,a(8397,8177)) ?(38,a(8397,8174)) ?(39,a(8397,8173)) ?(40,a(8397,8172)) ?(41,a(8397,8139)) ?(42,a(8397,8137)) ?(43,a(8397,8134)) ?(44,a(8397,8133)) ?(45,a(8397,8132)) ?(46,a(8397,8099)) ?(47,a(8397,8097)) ?(48,a(8397,8094)) ?(49,a(8397,8093)) ?(50,a(8397,8092))  (7831 tests, cond 2)
		n1 false (test_time = 19.703)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 517.98)
search: ww_adaptive: found best (time_taken = 0.451064)
	variant  3151/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 1)
		n1 false (test_time = 20.2122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464901)
	variant  3152/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 50)
		n1 false (test_time = 19.4652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448848)
	variant  3153/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 49)
		n1 false (test_time = 19.8114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436443)
	variant  3154/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 48)
		n1 false (test_time = 20.2676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41812)
	variant  3155/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 47)
		n1 false (test_time = 19.4474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413058)
	variant  3156/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 46)
		n1 false (test_time = 20.2999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412231)
	variant  3157/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 45)
		n1 false (test_time = 19.4917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398858)
	variant  3158/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 44)
		n1 false (test_time = 19.8247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408902)
	variant  3159/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 43)
		n1 false (test_time = 19.5462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384972)
	variant  3160/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 42)
		n1 false (test_time = 19.5519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369083)
	variant  3161/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 41)
		n1 false (test_time = 19.2458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357091)
	variant  3162/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 40)
		n1 false (test_time = 20.3461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384064)
	variant  3163/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 39)
		n1 false (test_time = 19.6452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336408)
	variant  3164/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 38)
		n1 false (test_time = 19.587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359352)
	variant  3165/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 37)
		n1 false (test_time = 19.4466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318973)
	variant  3166/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 36)
		n1 false (test_time = 19.3178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317836)
	variant  3167/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 35)
		n1 false (test_time = 19.6432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312154)
	variant  3168/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 34)
		n1 false (test_time = 19.6136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293001)
	variant  3169/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 33)
		n1 false (test_time = 19.4746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276052)
	variant  3170/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 32)
		n1 false (test_time = 20.0657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278313)
	variant  3171/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 31)
		n1 false (test_time = 19.2569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261442)
	variant  3172/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 30)
		n1 false (test_time = 19.4719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251085)
	variant  3173/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 29)
		n1 false (test_time = 19.587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244751)
	variant  3174/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 28)
		n1 false (test_time = 19.3894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228216)
	variant  3175/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 27)
		n1 false (test_time = 19.0148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225045)
	variant  3176/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 26)
		n1 false (test_time = 19.6163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218805)
	variant  3177/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 25)
		n1 false (test_time = 20.0508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23478)
	variant  3178/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 24)
		n1 false (test_time = 19.2924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195441)
	variant  3179/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 23)
		n1 false (test_time = 19.4629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195728)
	variant  3180/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 22)
		n1 false (test_time = 19.5023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177063)
	variant  3181/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 21)
		n1 false (test_time = 19.4734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173164)
	variant  3182/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 20)
		n1 false (test_time = 19.6125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161758)
	variant  3183/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 19)
		n1 false (test_time = 19.3498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168165)
	variant  3184/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 18)
		n1 false (test_time = 19.3555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142712)
	variant  3185/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 17)
		n1 false (test_time = 19.6771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144013)
	variant  3186/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 16)
		n1 false (test_time = 19.1273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124578)
	variant  3187/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 15)
		n1 false (test_time = 19.6127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126243)
	variant  3188/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 14)
		n1 false (test_time = 19.7164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106099)
	variant  3189/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 13)
		n1 false (test_time = 19.5225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0943739)
	variant  3190/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 12)
		n1 false (test_time = 19.6428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0976911)
	variant  3191/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 11)
		n1 false (test_time = 20.2535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0793691)
	variant  3192/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 10)
		n1 false (test_time = 20.2278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066083)
	variant  3193/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 9)
		n1 false (test_time = 19.3996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0597091)
	variant  3194/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 8)
		n1 false (test_time = 19.7114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0486412)
	variant  3195/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 7)
		n1 false (test_time = 19.3355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039001)
	variant  3196/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 6)
		n1 false (test_time = 19.8987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.033746)
	variant  3197/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 5)
		n1 false (test_time = 19.7744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194061)
	variant  3198/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 4)
		n1 false (test_time = 19.6113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00959992)
	variant  3199/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 3)
		n1 false (test_time = 19.5377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.00272e-05)
	variant  3200/57423 = ?(1,a(8397,8059)) ?(2,a(8397,8057)) ?(3,a(8397,8054)) ?(4,a(8397,8022)) ?(5,a(8397,8020)) ?(6,a(8397,8017)) ?(7,a(8397,7985)) ?(8,a(8397,7983)) ?(9,a(8397,7980)) ?(10,a(8397,7979)) ?(11,a(8397,7947)) ?(12,a(8397,7945)) ?(13,a(8397,7940)) ?(14,a(8397,7939)) ?(15,a(8397,7937)) ?(16,a(8397,4493)) ?(17,a(8397,4388)) ?(18,a(8397,4173)) ?(19,a(8397,3694)) ?(20,a(8397,3629)) ?(21,a(8397,2688)) ?(22,a(8396,8431)) ?(23,a(8396,8430)) ?(24,a(8396,8429)) ?(25,a(8396,8428)) ?(26,a(8396,8426)) ?(27,a(8396,8425)) ?(28,a(8396,8424)) ?(29,a(8396,8391)) ?(30,a(8396,8389)) ?(31,a(8396,8386)) ?(32,a(8396,8385)) ?(33,a(8396,8384)) ?(34,a(8396,8351)) ?(35,a(8396,8349)) ?(36,a(8396,8346)) ?(37,a(8396,8345)) ?(38,a(8396,8344)) ?(39,a(8396,8343)) ?(40,a(8396,8342)) ?(41,a(8396,8341)) ?(42,a(8396,8340)) ?(43,a(8396,8339)) ?(44,a(8396,8306)) ?(45,a(8396,8304)) ?(46,a(8396,8301)) ?(47,a(8396,8268)) ?(48,a(8396,8266)) ?(49,a(8396,8263)) ?(50,a(8396,8262))  (7831 tests, cond 2)
		n1 false (test_time = 20.1026)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.206)
search: ww_adaptive: found best (time_taken = 0.452603)
	variant  3201/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 1)
		n1 false (test_time = 20.3534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.477132)
	variant  3202/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 50)
		n1 false (test_time = 19.177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439719)
	variant  3203/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 49)
		n1 false (test_time = 19.1785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433278)
	variant  3204/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 48)
		n1 false (test_time = 20.2284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451255)
	variant  3205/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 47)
		n1 false (test_time = 19.4541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414316)
	variant  3206/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 46)
		n1 false (test_time = 19.2114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415213)
	variant  3207/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 45)
		n1 false (test_time = 19.7545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424217)
	variant  3208/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 44)
		n1 false (test_time = 19.4651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380395)
	variant  3209/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 43)
		n1 false (test_time = 19.4659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373702)
	variant  3210/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 42)
		n1 false (test_time = 20.5463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399475)
	variant  3211/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 41)
		n1 false (test_time = 19.7199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360302)
	variant  3212/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 40)
		n1 false (test_time = 19.5969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345579)
	variant  3213/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 39)
		n1 false (test_time = 19.8792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344519)
	variant  3214/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 38)
		n1 false (test_time = 19.5754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332554)
	variant  3215/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 37)
		n1 false (test_time = 19.5579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36675)
	variant  3216/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 36)
		n1 false (test_time = 19.4884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31722)
	variant  3217/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 35)
		n1 false (test_time = 19.7737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308934)
	variant  3218/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 34)
		n1 false (test_time = 20.0451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297874)
	variant  3219/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 33)
		n1 false (test_time = 19.8262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31502)
	variant  3220/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 32)
		n1 false (test_time = 19.9262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282732)
	variant  3221/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 31)
		n1 false (test_time = 19.5034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265097)
	variant  3222/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 30)
		n1 false (test_time = 19.6821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269303)
	variant  3223/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 29)
		n1 false (test_time = 19.359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246399)
	variant  3224/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 28)
		n1 false (test_time = 19.6804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263941)
	variant  3225/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 27)
		n1 false (test_time = 20.6187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242577)
	variant  3226/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 26)
		n1 false (test_time = 19.9103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227624)
	variant  3227/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 25)
		n1 false (test_time = 19.9716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222884)
	variant  3228/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 24)
		n1 false (test_time = 19.2947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213954)
	variant  3229/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 23)
		n1 false (test_time = 19.4594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190942)
	variant  3230/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 22)
		n1 false (test_time = 19.6217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176814)
	variant  3231/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 21)
		n1 false (test_time = 19.5414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171993)
	variant  3232/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 20)
		n1 false (test_time = 19.64)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159723)
	variant  3233/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 19)
		n1 false (test_time = 20.0437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163395)
	variant  3234/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 18)
		n1 false (test_time = 19.0144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146403)
	variant  3235/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 17)
		n1 false (test_time = 19.4946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136745)
	variant  3236/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 16)
		n1 false (test_time = 19.615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118845)
	variant  3237/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 15)
		n1 false (test_time = 19.3866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113623)
	variant  3238/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 14)
		n1 false (test_time = 19.1074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109132)
	variant  3239/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 13)
		n1 false (test_time = 19.6912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.097147)
	variant  3240/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 12)
		n1 false (test_time = 20.0783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09922)
	variant  3241/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 11)
		n1 false (test_time = 19.5562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0826881)
	variant  3242/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 10)
		n1 false (test_time = 19.7306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064971)
	variant  3243/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 9)
		n1 false (test_time = 19.4193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0568471)
	variant  3244/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 8)
		n1 false (test_time = 19.5333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0466871)
	variant  3245/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 7)
		n1 false (test_time = 19.7767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0374022)
	variant  3246/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 6)
		n1 false (test_time = 19.4785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0279031)
	variant  3247/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 5)
		n1 false (test_time = 19.732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019803)
	variant  3248/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 4)
		n1 false (test_time = 20.5829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0105059)
	variant  3249/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 3)
		n1 false (test_time = 19.8242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.7895e-05)
	variant  3250/57423 = ?(1,a(8396,8261)) ?(2,a(8396,8260)) ?(3,a(8396,8259)) ?(4,a(8396,8258)) ?(5,a(8396,8225)) ?(6,a(8396,8223)) ?(7,a(8396,8220)) ?(8,a(8396,8219)) ?(9,a(8396,8218)) ?(10,a(8396,8217)) ?(11,a(8396,8216)) ?(12,a(8396,8215)) ?(13,a(8396,8214)) ?(14,a(8396,8213)) ?(15,a(8396,8212)) ?(16,a(8396,8179)) ?(17,a(8396,8177)) ?(18,a(8396,8174)) ?(19,a(8396,8173)) ?(20,a(8396,8172)) ?(21,a(8396,8139)) ?(22,a(8396,8137)) ?(23,a(8396,8134)) ?(24,a(8396,8133)) ?(25,a(8396,8132)) ?(26,a(8396,8099)) ?(27,a(8396,8097)) ?(28,a(8396,8094)) ?(29,a(8396,8093)) ?(30,a(8396,8092)) ?(31,a(8396,8059)) ?(32,a(8396,8057)) ?(33,a(8396,8054)) ?(34,a(8396,8022)) ?(35,a(8396,8020)) ?(36,a(8396,8017)) ?(37,a(8396,7985)) ?(38,a(8396,7983)) ?(39,a(8396,7980)) ?(40,a(8396,7979)) ?(41,a(8396,7947)) ?(42,a(8396,7945)) ?(43,a(8396,7940)) ?(44,a(8396,7939)) ?(45,a(8396,7937)) ?(46,a(8396,4493)) ?(47,a(8396,4388)) ?(48,a(8396,4173)) ?(49,a(8396,3694)) ?(50,a(8396,3629))  (7831 tests, cond 2)
		n1 false (test_time = 19.5378)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 519.134)
search: ww_adaptive: found best (time_taken = 0.475605)
	variant  3251/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 1)
		n1 false (test_time = 19.9762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.457021)
	variant  3252/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 50)
		n1 false (test_time = 20.516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451373)
	variant  3253/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 49)
		n1 false (test_time = 19.7199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43919)
	variant  3254/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 48)
		n1 false (test_time = 19.2379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434662)
	variant  3255/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 47)
		n1 false (test_time = 19.7997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413886)
	variant  3256/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 46)
		n1 false (test_time = 19.6002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408517)
	variant  3257/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 45)
		n1 false (test_time = 19.5254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407792)
	variant  3258/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 44)
		n1 false (test_time = 20.3537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400113)
	variant  3259/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 43)
		n1 false (test_time = 19.5536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390979)
	variant  3260/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 42)
		n1 false (test_time = 19.3956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362143)
	variant  3261/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 41)
		n1 false (test_time = 19.5347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367436)
	variant  3262/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 40)
		n1 false (test_time = 19.4997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346349)
	variant  3263/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 39)
		n1 false (test_time = 19.2776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346148)
	variant  3264/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 38)
		n1 false (test_time = 20.0545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336002)
	variant  3265/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 37)
		n1 false (test_time = 19.5805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318467)
	variant  3266/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 36)
		n1 false (test_time = 19.4074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.45074)
	variant  3267/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 35)
		n1 false (test_time = 20.1906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32151)
	variant  3268/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 34)
		n1 false (test_time = 19.8665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320333)
	variant  3269/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 33)
		n1 false (test_time = 19.6791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280641)
	variant  3270/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 32)
		n1 false (test_time = 19.4354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285298)
	variant  3271/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 31)
		n1 false (test_time = 19.4639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264161)
	variant  3272/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 30)
		n1 false (test_time = 20.0021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273885)
	variant  3273/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 29)
		n1 false (test_time = 20.0837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310392)
	variant  3274/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 28)
		n1 false (test_time = 19.644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228355)
	variant  3275/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 27)
		n1 false (test_time = 20.0299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239724)
	variant  3276/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 26)
		n1 false (test_time = 19.2569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214998)
	variant  3277/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 25)
		n1 false (test_time = 19.2461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203217)
	variant  3278/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 24)
		n1 false (test_time = 19.6274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196773)
	variant  3279/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 23)
		n1 false (test_time = 19.6103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190486)
	variant  3280/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 22)
		n1 false (test_time = 19.5158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177249)
	variant  3281/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 21)
		n1 false (test_time = 19.6939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173924)
	variant  3282/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 20)
		n1 false (test_time = 19.5627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162034)
	variant  3283/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 19)
		n1 false (test_time = 19.561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150906)
	variant  3284/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 18)
		n1 false (test_time = 19.7842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140949)
	variant  3285/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 17)
		n1 false (test_time = 19.2656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134713)
	variant  3286/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 16)
		n1 false (test_time = 19.4209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121415)
	variant  3287/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 15)
		n1 false (test_time = 20.0852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128586)
	variant  3288/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 14)
		n1 false (test_time = 20.1744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130101)
	variant  3289/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 13)
		n1 false (test_time = 19.5396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0953219)
	variant  3290/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 12)
		n1 false (test_time = 19.825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0945008)
	variant  3291/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 11)
		n1 false (test_time = 19.0621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076098)
	variant  3292/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 10)
		n1 false (test_time = 19.5106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0656919)
	variant  3293/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 9)
		n1 false (test_time = 19.541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05565)
	variant  3294/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 8)
		n1 false (test_time = 19.6143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0475349)
	variant  3295/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 7)
		n1 false (test_time = 19.1427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0425169)
	variant  3296/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 6)
		n1 false (test_time = 19.8327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0285139)
	variant  3297/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 5)
		n1 false (test_time = 19.7722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190752)
	variant  3298/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 4)
		n1 false (test_time = 19.2778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0101452)
	variant  3299/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 3)
		n1 false (test_time = 19.6859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  3300/57423 = ?(1,a(8396,2688)) ?(2,a(8395,8431)) ?(3,a(8395,8430)) ?(4,a(8395,8429)) ?(5,a(8395,8428)) ?(6,a(8395,8426)) ?(7,a(8395,8425)) ?(8,a(8395,8424)) ?(9,a(8395,8391)) ?(10,a(8395,8389)) ?(11,a(8395,8386)) ?(12,a(8395,8385)) ?(13,a(8395,8384)) ?(14,a(8395,8351)) ?(15,a(8395,8349)) ?(16,a(8395,8346)) ?(17,a(8395,8345)) ?(18,a(8395,8344)) ?(19,a(8395,8343)) ?(20,a(8395,8342)) ?(21,a(8395,8341)) ?(22,a(8395,8340)) ?(23,a(8395,8339)) ?(24,a(8395,8306)) ?(25,a(8395,8304)) ?(26,a(8395,8301)) ?(27,a(8395,8268)) ?(28,a(8395,8266)) ?(29,a(8395,8263)) ?(30,a(8395,8262)) ?(31,a(8395,8261)) ?(32,a(8395,8260)) ?(33,a(8395,8259)) ?(34,a(8395,8258)) ?(35,a(8395,8225)) ?(36,a(8395,8223)) ?(37,a(8395,8220)) ?(38,a(8395,8219)) ?(39,a(8395,8218)) ?(40,a(8395,8217)) ?(41,a(8395,8216)) ?(42,a(8395,8215)) ?(43,a(8395,8214)) ?(44,a(8395,8213)) ?(45,a(8395,8212)) ?(46,a(8395,8179)) ?(47,a(8395,8177)) ?(48,a(8395,8174)) ?(49,a(8395,8173)) ?(50,a(8395,8172))  (7831 tests, cond 2)
		n1 false (test_time = 19.4122)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 517.133)
search: ww_adaptive: found best (time_taken = 0.466391)
	variant  3301/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 1)
		n1 false (test_time = 20.035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.469691)
	variant  3302/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 50)
		n1 false (test_time = 19.5442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456484)
	variant  3303/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 49)
		n1 false (test_time = 19.4633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443243)
	variant  3304/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 48)
		n1 false (test_time = 19.4609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431174)
	variant  3305/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 47)
		n1 false (test_time = 19.7881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444673)
	variant  3306/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 46)
		n1 false (test_time = 20.1406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4391)
	variant  3307/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 45)
		n1 false (test_time = 20.1256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400345)
	variant  3308/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 44)
		n1 false (test_time = 19.4368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397032)
	variant  3309/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 43)
		n1 false (test_time = 19.6836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36691)
	variant  3310/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 42)
		n1 false (test_time = 19.5674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378423)
	variant  3311/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 41)
		n1 false (test_time = 19.0152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360231)
	variant  3312/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 40)
		n1 false (test_time = 19.5658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34787)
	variant  3313/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 39)
		n1 false (test_time = 19.4879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337961)
	variant  3314/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 38)
		n1 false (test_time = 19.5235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33632)
	variant  3315/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 37)
		n1 false (test_time = 19.7293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338849)
	variant  3316/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 36)
		n1 false (test_time = 19.4045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319016)
	variant  3317/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 35)
		n1 false (test_time = 19.5793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296061)
	variant  3318/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 34)
		n1 false (test_time = 19.6493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297087)
	variant  3319/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 33)
		n1 false (test_time = 19.3285)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284433)
	variant  3320/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 32)
		n1 false (test_time = 19.3591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275655)
	variant  3321/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 31)
		n1 false (test_time = 20.3109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291923)
	variant  3322/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 30)
		n1 false (test_time = 19.6124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258978)
	variant  3323/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 29)
		n1 false (test_time = 19.0731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248086)
	variant  3324/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 28)
		n1 false (test_time = 19.6919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237054)
	variant  3325/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 27)
		n1 false (test_time = 19.197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226421)
	variant  3326/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 26)
		n1 false (test_time = 19.0424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217962)
	variant  3327/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 25)
		n1 false (test_time = 19.8667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206182)
	variant  3328/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 24)
		n1 false (test_time = 19.7707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207535)
	variant  3329/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 23)
		n1 false (test_time = 19.5966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194586)
	variant  3330/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 22)
		n1 false (test_time = 20.4227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177675)
	variant  3331/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 21)
		n1 false (test_time = 19.7511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187429)
	variant  3332/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 20)
		n1 false (test_time = 19.4881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164316)
	variant  3333/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 19)
		n1 false (test_time = 19.5023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148516)
	variant  3334/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 18)
		n1 false (test_time = 19.6369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140478)
	variant  3335/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 17)
		n1 false (test_time = 19.7466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14103)
	variant  3336/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 16)
		n1 false (test_time = 20.244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128675)
	variant  3337/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 15)
		n1 false (test_time = 20.0427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120481)
	variant  3338/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 14)
		n1 false (test_time = 19.6014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116588)
	variant  3339/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 13)
		n1 false (test_time = 19.5092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0935118)
	variant  3340/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 12)
		n1 false (test_time = 19.6766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.086314)
	variant  3341/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 11)
		n1 false (test_time = 19.5636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083257)
	variant  3342/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 10)
		n1 false (test_time = 19.6274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.065114)
	variant  3343/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 9)
		n1 false (test_time = 19.7508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0588112)
	variant  3344/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 8)
		n1 false (test_time = 19.5792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047781)
	variant  3345/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 7)
		n1 false (test_time = 19.6357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038383)
	variant  3346/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 6)
		n1 false (test_time = 19.6106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0296061)
	variant  3347/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 5)
		n1 false (test_time = 19.7347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0208919)
	variant  3348/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 4)
		n1 false (test_time = 19.0042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00935698)
	variant  3349/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 3)
		n1 false (test_time = 19.4959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  3350/57423 = ?(1,a(8395,8139)) ?(2,a(8395,8137)) ?(3,a(8395,8134)) ?(4,a(8395,8133)) ?(5,a(8395,8132)) ?(6,a(8395,8099)) ?(7,a(8395,8097)) ?(8,a(8395,8094)) ?(9,a(8395,8093)) ?(10,a(8395,8092)) ?(11,a(8395,8059)) ?(12,a(8395,8057)) ?(13,a(8395,8054)) ?(14,a(8395,8022)) ?(15,a(8395,8020)) ?(16,a(8395,8017)) ?(17,a(8395,7985)) ?(18,a(8395,7983)) ?(19,a(8395,7980)) ?(20,a(8395,7979)) ?(21,a(8395,7947)) ?(22,a(8395,7945)) ?(23,a(8395,7940)) ?(24,a(8395,7939)) ?(25,a(8395,7937)) ?(26,a(8395,4493)) ?(27,a(8395,4388)) ?(28,a(8395,4173)) ?(29,a(8395,3694)) ?(30,a(8395,3629)) ?(31,a(8395,2688)) ?(32,a(8394,8431)) ?(33,a(8394,8430)) ?(34,a(8394,8429)) ?(35,a(8394,8428)) ?(36,a(8394,8426)) ?(37,a(8394,8425)) ?(38,a(8394,8424)) ?(39,a(8394,8391)) ?(40,a(8394,8389)) ?(41,a(8394,8386)) ?(42,a(8394,8385)) ?(43,a(8394,8384)) ?(44,a(8394,8351)) ?(45,a(8394,8349)) ?(46,a(8394,8346)) ?(47,a(8394,8345)) ?(48,a(8394,8344)) ?(49,a(8394,8343)) ?(50,a(8394,8342))  (7831 tests, cond 2)
		n1 false (test_time = 19.6145)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 500.793)
search: ww_adaptive: found best (time_taken = 0.456294)
	variant  3351/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 1)
		n1 false (test_time = 19.345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448668)
	variant  3352/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 50)
		n1 false (test_time = 19.382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464418)
	variant  3353/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 49)
		n1 false (test_time = 19.0043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425899)
	variant  3354/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 48)
		n1 false (test_time = 19.0148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414232)
	variant  3355/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 47)
		n1 false (test_time = 19.4118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437116)
	variant  3356/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 46)
		n1 false (test_time = 21.323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445921)
	variant  3357/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 45)
		n1 false (test_time = 20.2562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425073)
	variant  3358/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 44)
		n1 false (test_time = 20.1063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448372)
	variant  3359/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 43)
		n1 false (test_time = 19.2909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386156)
	variant  3360/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 42)
		n1 false (test_time = 18.6293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356403)
	variant  3361/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 41)
		n1 false (test_time = 18.6996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341565)
	variant  3362/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 40)
		n1 false (test_time = 18.5988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334983)
	variant  3363/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 39)
		n1 false (test_time = 18.6409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323762)
	variant  3364/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 38)
		n1 false (test_time = 18.6824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31733)
	variant  3365/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 37)
		n1 false (test_time = 18.5367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305311)
	variant  3366/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 36)
		n1 false (test_time = 18.6831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299707)
	variant  3367/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 35)
		n1 false (test_time = 18.8369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294792)
	variant  3368/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 34)
		n1 false (test_time = 18.2936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279196)
	variant  3369/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 33)
		n1 false (test_time = 19.0474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289632)
	variant  3370/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 32)
		n1 false (test_time = 18.4947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265764)
	variant  3371/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 31)
		n1 false (test_time = 19.396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268826)
	variant  3372/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 30)
		n1 false (test_time = 18.4602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242985)
	variant  3373/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 29)
		n1 false (test_time = 18.4195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239909)
	variant  3374/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 28)
		n1 false (test_time = 18.179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226766)
	variant  3375/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 27)
		n1 false (test_time = 18.4263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218166)
	variant  3376/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 26)
		n1 false (test_time = 18.307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208997)
	variant  3377/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 25)
		n1 false (test_time = 18.6677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199158)
	variant  3378/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 24)
		n1 false (test_time = 17.878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188764)
	variant  3379/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 23)
		n1 false (test_time = 17.9181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179338)
	variant  3380/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 22)
		n1 false (test_time = 18.9679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172212)
	variant  3381/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 21)
		n1 false (test_time = 18.366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161304)
	variant  3382/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 20)
		n1 false (test_time = 18.2595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153973)
	variant  3383/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 19)
		n1 false (test_time = 18.5271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147621)
	variant  3384/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 18)
		n1 false (test_time = 18.3387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.133162)
	variant  3385/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 17)
		n1 false (test_time = 18.433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128057)
	variant  3386/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 16)
		n1 false (test_time = 18.7548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124277)
	variant  3387/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 15)
		n1 false (test_time = 18.9212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107487)
	variant  3388/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 14)
		n1 false (test_time = 18.3974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099612)
	variant  3389/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 13)
		n1 false (test_time = 18.6093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0910301)
	variant  3390/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 12)
		n1 false (test_time = 18.6582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081187)
	variant  3391/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 11)
		n1 false (test_time = 18.5009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0716181)
	variant  3392/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 10)
		n1 false (test_time = 18.7371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063843)
	variant  3393/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 9)
		n1 false (test_time = 18.5139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054451)
	variant  3394/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 8)
		n1 false (test_time = 18.8449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04561)
	variant  3395/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 7)
		n1 false (test_time = 18.5786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038604)
	variant  3396/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 6)
		n1 false (test_time = 19.3139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02788)
	variant  3397/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 5)
		n1 false (test_time = 18.4906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0187528)
	variant  3398/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 4)
		n1 false (test_time = 18.5496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00968814)
	variant  3399/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 3)
		n1 false (test_time = 18.6981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  3400/57423 = ?(1,a(8394,8341)) ?(2,a(8394,8340)) ?(3,a(8394,8339)) ?(4,a(8394,8306)) ?(5,a(8394,8304)) ?(6,a(8394,8301)) ?(7,a(8394,8268)) ?(8,a(8394,8266)) ?(9,a(8394,8263)) ?(10,a(8394,8262)) ?(11,a(8394,8261)) ?(12,a(8394,8260)) ?(13,a(8394,8259)) ?(14,a(8394,8258)) ?(15,a(8394,8225)) ?(16,a(8394,8223)) ?(17,a(8394,8220)) ?(18,a(8394,8219)) ?(19,a(8394,8218)) ?(20,a(8394,8217)) ?(21,a(8394,8216)) ?(22,a(8394,8215)) ?(23,a(8394,8214)) ?(24,a(8394,8213)) ?(25,a(8394,8212)) ?(26,a(8394,8179)) ?(27,a(8394,8177)) ?(28,a(8394,8174)) ?(29,a(8394,8173)) ?(30,a(8394,8172)) ?(31,a(8394,8139)) ?(32,a(8394,8137)) ?(33,a(8394,8134)) ?(34,a(8394,8133)) ?(35,a(8394,8132)) ?(36,a(8394,8099)) ?(37,a(8394,8097)) ?(38,a(8394,8094)) ?(39,a(8394,8093)) ?(40,a(8394,8092)) ?(41,a(8394,8059)) ?(42,a(8394,8057)) ?(43,a(8394,8054)) ?(44,a(8394,8022)) ?(45,a(8394,8020)) ?(46,a(8394,8017)) ?(47,a(8394,7985)) ?(48,a(8394,7983)) ?(49,a(8394,7980)) ?(50,a(8394,7979))  (7831 tests, cond 2)
		n1 false (test_time = 18.3046)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 492.761)
search: ww_adaptive: found best (time_taken = 0.444517)
	variant  3401/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 1)
		n1 false (test_time = 19.621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.454986)
	variant  3402/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 50)
		n1 false (test_time = 18.6476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.468994)
	variant  3403/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 49)
		n1 false (test_time = 19.3317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429929)
	variant  3404/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 48)
		n1 false (test_time = 19.4196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437374)
	variant  3405/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 47)
		n1 false (test_time = 19.0933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423932)
	variant  3406/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 46)
		n1 false (test_time = 19.3589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41995)
	variant  3407/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 45)
		n1 false (test_time = 19.7004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399523)
	variant  3408/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 44)
		n1 false (test_time = 19.8336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397119)
	variant  3409/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 43)
		n1 false (test_time = 19.1657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367981)
	variant  3410/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 42)
		n1 false (test_time = 19.8195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384478)
	variant  3411/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 41)
		n1 false (test_time = 19.1862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34851)
	variant  3412/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 40)
		n1 false (test_time = 19.1003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344768)
	variant  3413/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 39)
		n1 false (test_time = 19.3701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344016)
	variant  3414/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 38)
		n1 false (test_time = 19.2884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325587)
	variant  3415/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 37)
		n1 false (test_time = 19.0585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314816)
	variant  3416/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 36)
		n1 false (test_time = 21.1521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353137)
	variant  3417/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 35)
		n1 false (test_time = 20.491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306979)
	variant  3418/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 34)
		n1 false (test_time = 20.3491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308159)
	variant  3419/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 33)
		n1 false (test_time = 20.7734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302544)
	variant  3420/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 32)
		n1 false (test_time = 19.4989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270205)
	variant  3421/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 31)
		n1 false (test_time = 18.9509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259515)
	variant  3422/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 30)
		n1 false (test_time = 20.2232)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276414)
	variant  3423/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 29)
		n1 false (test_time = 19.2763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241487)
	variant  3424/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 28)
		n1 false (test_time = 19.2361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23372)
	variant  3425/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 27)
		n1 false (test_time = 19.2635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224227)
	variant  3426/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 26)
		n1 false (test_time = 19.0914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212719)
	variant  3427/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 25)
		n1 false (test_time = 19.0149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199176)
	variant  3428/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 24)
		n1 false (test_time = 19.2269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199092)
	variant  3429/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 23)
		n1 false (test_time = 19.2528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183485)
	variant  3430/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 22)
		n1 false (test_time = 19.1214)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170657)
	variant  3431/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 21)
		n1 false (test_time = 19.0962)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168958)
	variant  3432/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 20)
		n1 false (test_time = 19.1586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178811)
	variant  3433/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 19)
		n1 false (test_time = 19.0044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147206)
	variant  3434/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 18)
		n1 false (test_time = 19.3238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14576)
	variant  3435/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 17)
		n1 false (test_time = 18.7153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128673)
	variant  3436/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 16)
		n1 false (test_time = 18.6103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12208)
	variant  3437/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 15)
		n1 false (test_time = 19.7091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114753)
	variant  3438/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 14)
		n1 false (test_time = 19.5982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108878)
	variant  3439/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 13)
		n1 false (test_time = 18.8358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0958409)
	variant  3440/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 12)
		n1 false (test_time = 19.4321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0830681)
	variant  3441/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 11)
		n1 false (test_time = 19.0571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0729899)
	variant  3442/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 10)
		n1 false (test_time = 18.7387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0670481)
	variant  3443/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 9)
		n1 false (test_time = 18.9396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0582721)
	variant  3444/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 8)
		n1 false (test_time = 18.8475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0458229)
	variant  3445/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 7)
		n1 false (test_time = 18.838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037266)
	variant  3446/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 6)
		n1 false (test_time = 19.0375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027535)
	variant  3447/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 5)
		n1 false (test_time = 19.0853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185089)
	variant  3448/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 4)
		n1 false (test_time = 19.0524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100729)
	variant  3449/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 3)
		n1 false (test_time = 19.2419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3450/57423 = ?(1,a(8394,7947)) ?(2,a(8394,7945)) ?(3,a(8394,7940)) ?(4,a(8394,7939)) ?(5,a(8394,7937)) ?(6,a(8394,4493)) ?(7,a(8394,4388)) ?(8,a(8394,4173)) ?(9,a(8394,3694)) ?(10,a(8394,3629)) ?(11,a(8394,2688)) ?(12,a(8393,8431)) ?(13,a(8393,8430)) ?(14,a(8393,8429)) ?(15,a(8393,8428)) ?(16,a(8393,8426)) ?(17,a(8393,8425)) ?(18,a(8393,8424)) ?(19,a(8393,8391)) ?(20,a(8393,8389)) ?(21,a(8393,8386)) ?(22,a(8393,8385)) ?(23,a(8393,8384)) ?(24,a(8393,8351)) ?(25,a(8393,8349)) ?(26,a(8393,8346)) ?(27,a(8393,8345)) ?(28,a(8393,8344)) ?(29,a(8393,8343)) ?(30,a(8393,8342)) ?(31,a(8393,8341)) ?(32,a(8393,8340)) ?(33,a(8393,8339)) ?(34,a(8393,8306)) ?(35,a(8393,8304)) ?(36,a(8393,8301)) ?(37,a(8393,8268)) ?(38,a(8393,8266)) ?(39,a(8393,8263)) ?(40,a(8393,8262)) ?(41,a(8393,8261)) ?(42,a(8393,8260)) ?(43,a(8393,8259)) ?(44,a(8393,8258)) ?(45,a(8393,8225)) ?(46,a(8393,8223)) ?(47,a(8393,8220)) ?(48,a(8393,8219)) ?(49,a(8393,8218)) ?(50,a(8393,8217))  (7831 tests, cond 2)
		n1 false (test_time = 19.0865)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 504.789)
search: ww_adaptive: found best (time_taken = 0.452755)
	variant  3451/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 1)
		n1 false (test_time = 20.1629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444572)
	variant  3452/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 50)
		n1 false (test_time = 18.8475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435621)
	variant  3453/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 49)
		n1 false (test_time = 18.9979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429937)
	variant  3454/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 48)
		n1 false (test_time = 19.1829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415519)
	variant  3455/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 47)
		n1 false (test_time = 18.7918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408108)
	variant  3456/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 46)
		n1 false (test_time = 18.7707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40116)
	variant  3457/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 45)
		n1 false (test_time = 19.8925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426953)
	variant  3458/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 44)
		n1 false (test_time = 19.3319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38319)
	variant  3459/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 43)
		n1 false (test_time = 19.0772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370191)
	variant  3460/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 42)
		n1 false (test_time = 19.2755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372184)
	variant  3461/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 41)
		n1 false (test_time = 19.1627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351403)
	variant  3462/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 40)
		n1 false (test_time = 18.6271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340578)
	variant  3463/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 39)
		n1 false (test_time = 18.9295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330634)
	variant  3464/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 38)
		n1 false (test_time = 18.6607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325237)
	variant  3465/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 37)
		n1 false (test_time = 18.7238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314601)
	variant  3466/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 36)
		n1 false (test_time = 18.9887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300898)
	variant  3467/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 35)
		n1 false (test_time = 19.0219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290134)
	variant  3468/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 34)
		n1 false (test_time = 18.968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292765)
	variant  3469/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 33)
		n1 false (test_time = 19.2863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271225)
	variant  3470/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 32)
		n1 false (test_time = 19.0147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26107)
	variant  3471/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 31)
		n1 false (test_time = 19.0975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254562)
	variant  3472/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 30)
		n1 false (test_time = 19.8169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276064)
	variant  3473/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 29)
		n1 false (test_time = 19.6689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238485)
	variant  3474/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 28)
		n1 false (test_time = 18.9119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227527)
	variant  3475/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 27)
		n1 false (test_time = 19.177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223669)
	variant  3476/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 26)
		n1 false (test_time = 18.9777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21956)
	variant  3477/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 25)
		n1 false (test_time = 18.9072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204147)
	variant  3478/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 24)
		n1 false (test_time = 19.2551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193796)
	variant  3479/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 23)
		n1 false (test_time = 19.1717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186879)
	variant  3480/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 22)
		n1 false (test_time = 19.2042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182288)
	variant  3481/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 21)
		n1 false (test_time = 20.8194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179839)
	variant  3482/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 20)
		n1 false (test_time = 19.2434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159794)
	variant  3483/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 19)
		n1 false (test_time = 19.3004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150962)
	variant  3484/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 18)
		n1 false (test_time = 18.8774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137848)
	variant  3485/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 17)
		n1 false (test_time = 19.0826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12914)
	variant  3486/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 16)
		n1 false (test_time = 19.1684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126107)
	variant  3487/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 15)
		n1 false (test_time = 19.6004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112552)
	variant  3488/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 14)
		n1 false (test_time = 19.4219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100835)
	variant  3489/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 13)
		n1 false (test_time = 19.0792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0938861)
	variant  3490/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 12)
		n1 false (test_time = 19.312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.084501)
	variant  3491/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 11)
		n1 false (test_time = 19.1445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0756891)
	variant  3492/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 10)
		n1 false (test_time = 19.1531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0634291)
	variant  3493/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 9)
		n1 false (test_time = 19.2714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055001)
	variant  3494/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 8)
		n1 false (test_time = 18.6857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0462439)
	variant  3495/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 7)
		n1 false (test_time = 19.1551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0378969)
	variant  3496/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 6)
		n1 false (test_time = 19.7)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0283742)
	variant  3497/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 5)
		n1 false (test_time = 19.0702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194039)
	variant  3498/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 4)
		n1 false (test_time = 18.69)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0094409)
	variant  3499/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 3)
		n1 false (test_time = 18.8702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.88351e-05)
	variant  3500/57423 = ?(1,a(8393,8216)) ?(2,a(8393,8215)) ?(3,a(8393,8214)) ?(4,a(8393,8213)) ?(5,a(8393,8212)) ?(6,a(8393,8179)) ?(7,a(8393,8177)) ?(8,a(8393,8174)) ?(9,a(8393,8173)) ?(10,a(8393,8172)) ?(11,a(8393,8139)) ?(12,a(8393,8137)) ?(13,a(8393,8134)) ?(14,a(8393,8133)) ?(15,a(8393,8132)) ?(16,a(8393,8099)) ?(17,a(8393,8097)) ?(18,a(8393,8094)) ?(19,a(8393,8093)) ?(20,a(8393,8092)) ?(21,a(8393,8059)) ?(22,a(8393,8057)) ?(23,a(8393,8054)) ?(24,a(8393,8022)) ?(25,a(8393,8020)) ?(26,a(8393,8017)) ?(27,a(8393,7985)) ?(28,a(8393,7983)) ?(29,a(8393,7980)) ?(30,a(8393,7979)) ?(31,a(8393,7947)) ?(32,a(8393,7945)) ?(33,a(8393,7940)) ?(34,a(8393,7939)) ?(35,a(8393,7937)) ?(36,a(8393,4493)) ?(37,a(8393,4388)) ?(38,a(8393,4173)) ?(39,a(8393,3694)) ?(40,a(8393,3629)) ?(41,a(8393,2688)) ?(42,a(8392,8431)) ?(43,a(8392,8430)) ?(44,a(8392,8429)) ?(45,a(8392,8428)) ?(46,a(8392,8426)) ?(47,a(8392,8425)) ?(48,a(8392,8424)) ?(49,a(8392,8391)) ?(50,a(8392,8389))  (7831 tests, cond 2)
		n1 false (test_time = 19.1305)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 506.184)
search: ww_adaptive: found best (time_taken = 0.470525)
	variant  3501/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 1)
		n1 false (test_time = 21.4012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459276)
	variant  3502/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 50)
		n1 false (test_time = 20.1265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.477985)
	variant  3503/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 49)
		n1 false (test_time = 19.5529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428281)
	variant  3504/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 48)
		n1 false (test_time = 18.8461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412851)
	variant  3505/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 47)
		n1 false (test_time = 19.209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410168)
	variant  3506/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 46)
		n1 false (test_time = 18.9973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38738)
	variant  3507/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 45)
		n1 false (test_time = 19.9989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432713)
	variant  3508/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 44)
		n1 false (test_time = 19.4173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40152)
	variant  3509/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 43)
		n1 false (test_time = 19.4319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380166)
	variant  3510/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 42)
		n1 false (test_time = 19.3503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366284)
	variant  3511/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 41)
		n1 false (test_time = 19.0809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355791)
	variant  3512/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 40)
		n1 false (test_time = 19.0757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348792)
	variant  3513/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 39)
		n1 false (test_time = 19.1571)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329323)
	variant  3514/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 38)
		n1 false (test_time = 18.7956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323963)
	variant  3515/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 37)
		n1 false (test_time = 19.1222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311273)
	variant  3516/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 36)
		n1 false (test_time = 19.4293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30695)
	variant  3517/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 35)
		n1 false (test_time = 19.0192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296813)
	variant  3518/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 34)
		n1 false (test_time = 18.7119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285116)
	variant  3519/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 33)
		n1 false (test_time = 18.9216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277627)
	variant  3520/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 32)
		n1 false (test_time = 18.9233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272623)
	variant  3521/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 31)
		n1 false (test_time = 19.0966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256977)
	variant  3522/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 30)
		n1 false (test_time = 19.811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257991)
	variant  3523/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 29)
		n1 false (test_time = 19.5251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235593)
	variant  3524/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 28)
		n1 false (test_time = 18.8723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231517)
	variant  3525/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 27)
		n1 false (test_time = 19.3788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222609)
	variant  3526/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 26)
		n1 false (test_time = 19.0999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215162)
	variant  3527/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 25)
		n1 false (test_time = 19.0652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205617)
	variant  3528/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 24)
		n1 false (test_time = 19.2697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195768)
	variant  3529/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 23)
		n1 false (test_time = 19.0309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183328)
	variant  3530/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 22)
		n1 false (test_time = 19.0132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177103)
	variant  3531/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 21)
		n1 false (test_time = 19.5089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168383)
	variant  3532/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 20)
		n1 false (test_time = 19.2326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165896)
	variant  3533/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 19)
		n1 false (test_time = 19.3341)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151604)
	variant  3534/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 18)
		n1 false (test_time = 19.348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142074)
	variant  3535/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 17)
		n1 false (test_time = 18.9756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12953)
	variant  3536/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 16)
		n1 false (test_time = 19.1497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120594)
	variant  3537/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 15)
		n1 false (test_time = 19.6894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109913)
	variant  3538/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 14)
		n1 false (test_time = 19.5416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101584)
	variant  3539/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 13)
		n1 false (test_time = 19.0504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0913022)
	variant  3540/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 12)
		n1 false (test_time = 19.1375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0828609)
	variant  3541/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 11)
		n1 false (test_time = 18.6361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0737798)
	variant  3542/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 10)
		n1 false (test_time = 19.0908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0707788)
	variant  3543/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 9)
		n1 false (test_time = 19.3031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0577519)
	variant  3544/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 8)
		n1 false (test_time = 18.8904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046438)
	variant  3545/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 7)
		n1 false (test_time = 19.268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039016)
	variant  3546/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 6)
		n1 false (test_time = 20.1396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0313311)
	variant  3547/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 5)
		n1 false (test_time = 19.2907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018708)
	variant  3548/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 4)
		n1 false (test_time = 19.1359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00953412)
	variant  3549/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 3)
		n1 false (test_time = 19.4074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  3550/57423 = ?(1,a(8392,8386)) ?(2,a(8392,8385)) ?(3,a(8392,8384)) ?(4,a(8392,8351)) ?(5,a(8392,8349)) ?(6,a(8392,8346)) ?(7,a(8392,8345)) ?(8,a(8392,8344)) ?(9,a(8392,8343)) ?(10,a(8392,8342)) ?(11,a(8392,8341)) ?(12,a(8392,8340)) ?(13,a(8392,8339)) ?(14,a(8392,8306)) ?(15,a(8392,8304)) ?(16,a(8392,8301)) ?(17,a(8392,8268)) ?(18,a(8392,8266)) ?(19,a(8392,8263)) ?(20,a(8392,8262)) ?(21,a(8392,8261)) ?(22,a(8392,8260)) ?(23,a(8392,8259)) ?(24,a(8392,8258)) ?(25,a(8392,8225)) ?(26,a(8392,8223)) ?(27,a(8392,8220)) ?(28,a(8392,8219)) ?(29,a(8392,8218)) ?(30,a(8392,8217)) ?(31,a(8392,8216)) ?(32,a(8392,8215)) ?(33,a(8392,8214)) ?(34,a(8392,8213)) ?(35,a(8392,8212)) ?(36,a(8392,8179)) ?(37,a(8392,8177)) ?(38,a(8392,8174)) ?(39,a(8392,8173)) ?(40,a(8392,8172)) ?(41,a(8392,8139)) ?(42,a(8392,8137)) ?(43,a(8392,8134)) ?(44,a(8392,8133)) ?(45,a(8392,8132)) ?(46,a(8392,8099)) ?(47,a(8392,8097)) ?(48,a(8392,8094)) ?(49,a(8392,8093)) ?(50,a(8392,8092))  (7831 tests, cond 2)
		n1 false (test_time = 19.1786)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 503.399)
search: ww_adaptive: found best (time_taken = 0.467519)
	variant  3551/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 1)
		n1 false (test_time = 19.9038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.480983)
	variant  3552/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 50)
		n1 false (test_time = 19.0318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444159)
	variant  3553/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 49)
		n1 false (test_time = 19.2454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428157)
	variant  3554/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 48)
		n1 false (test_time = 19.0759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42078)
	variant  3555/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 47)
		n1 false (test_time = 19.3879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429489)
	variant  3556/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 46)
		n1 false (test_time = 19.0395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407487)
	variant  3557/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 45)
		n1 false (test_time = 20.019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421892)
	variant  3558/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 44)
		n1 false (test_time = 19.6123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395842)
	variant  3559/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 43)
		n1 false (test_time = 19.0832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37643)
	variant  3560/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 42)
		n1 false (test_time = 18.8589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354249)
	variant  3561/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 41)
		n1 false (test_time = 19.131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354227)
	variant  3562/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 40)
		n1 false (test_time = 19.0287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348066)
	variant  3563/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 39)
		n1 false (test_time = 19.3171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331041)
	variant  3564/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 38)
		n1 false (test_time = 19.1667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324963)
	variant  3565/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 37)
		n1 false (test_time = 19.0839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316147)
	variant  3566/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 36)
		n1 false (test_time = 20.1902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321227)
	variant  3567/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 35)
		n1 false (test_time = 19.5738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299048)
	variant  3568/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 34)
		n1 false (test_time = 19.1482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283851)
	variant  3569/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 33)
		n1 false (test_time = 19.3126)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283646)
	variant  3570/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 32)
		n1 false (test_time = 18.561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265458)
	variant  3571/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 31)
		n1 false (test_time = 18.9826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260555)
	variant  3572/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 30)
		n1 false (test_time = 20.3873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264841)
	variant  3573/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 29)
		n1 false (test_time = 19.2688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239042)
	variant  3574/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 28)
		n1 false (test_time = 19.0025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223959)
	variant  3575/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 27)
		n1 false (test_time = 18.78)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223713)
	variant  3576/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 26)
		n1 false (test_time = 18.6361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212478)
	variant  3577/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 25)
		n1 false (test_time = 19.2506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2039)
	variant  3578/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 24)
		n1 false (test_time = 19.8444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199268)
	variant  3579/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 23)
		n1 false (test_time = 19.303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193138)
	variant  3580/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 22)
		n1 false (test_time = 19.125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172349)
	variant  3581/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 21)
		n1 false (test_time = 19.3387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169406)
	variant  3582/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 20)
		n1 false (test_time = 18.7417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154819)
	variant  3583/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 19)
		n1 false (test_time = 18.9845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148329)
	variant  3584/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 18)
		n1 false (test_time = 19.0076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147385)
	variant  3585/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 17)
		n1 false (test_time = 18.6746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127333)
	variant  3586/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 16)
		n1 false (test_time = 18.7157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123594)
	variant  3587/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 15)
		n1 false (test_time = 19.8645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114792)
	variant  3588/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 14)
		n1 false (test_time = 19.438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103815)
	variant  3589/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 13)
		n1 false (test_time = 19.0273)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094928)
	variant  3590/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 12)
		n1 false (test_time = 19.2895)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0829232)
	variant  3591/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 11)
		n1 false (test_time = 18.7744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0743072)
	variant  3592/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 10)
		n1 false (test_time = 18.9418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0679321)
	variant  3593/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 9)
		n1 false (test_time = 19.1588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056067)
	variant  3594/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 8)
		n1 false (test_time = 19.0854)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046051)
	variant  3595/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 7)
		n1 false (test_time = 18.9504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0370998)
	variant  3596/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 6)
		n1 false (test_time = 19.4631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0284829)
	variant  3597/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 5)
		n1 false (test_time = 19.0833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0183301)
	variant  3598/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 4)
		n1 false (test_time = 19.0235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009408)
	variant  3599/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 3)
		n1 false (test_time = 19.2373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  3600/57423 = ?(1,a(8392,8059)) ?(2,a(8392,8057)) ?(3,a(8392,8054)) ?(4,a(8392,8022)) ?(5,a(8392,8020)) ?(6,a(8392,8017)) ?(7,a(8392,7985)) ?(8,a(8392,7983)) ?(9,a(8392,7980)) ?(10,a(8392,7979)) ?(11,a(8392,7947)) ?(12,a(8392,7945)) ?(13,a(8392,7940)) ?(14,a(8392,7939)) ?(15,a(8392,7937)) ?(16,a(8392,4493)) ?(17,a(8392,4388)) ?(18,a(8392,4173)) ?(19,a(8392,3694)) ?(20,a(8392,3629)) ?(21,a(8392,2688)) ?(22,a(8391,8431)) ?(23,a(8391,8430)) ?(24,a(8391,8429)) ?(25,a(8391,8428)) ?(26,a(8391,8426)) ?(27,a(8391,8425)) ?(28,a(8391,8424)) ?(29,a(8391,8391)) ?(30,a(8391,8389)) ?(31,a(8391,8388)) ?(32,a(8391,8386)) ?(33,a(8391,8385)) ?(34,a(8391,8384)) ?(35,a(8391,8351)) ?(36,a(8391,8349)) ?(37,a(8391,8346)) ?(38,a(8391,8345)) ?(39,a(8391,8344)) ?(40,a(8391,8343)) ?(41,a(8391,8342)) ?(42,a(8391,8341)) ?(43,a(8391,8340)) ?(44,a(8391,8339)) ?(45,a(8391,8306)) ?(46,a(8391,8304)) ?(47,a(8391,8301)) ?(48,a(8391,8268)) ?(49,a(8391,8266)) ?(50,a(8391,8263))  (7831 tests, cond 2)
		n1 false (test_time = 19.1493)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 503.391)
search: ww_adaptive: found best (time_taken = 0.458107)
	variant  3601/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 1)
		n1 false (test_time = 19.8281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459451)
	variant  3602/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 50)
		n1 false (test_time = 19.0339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.458933)
	variant  3603/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 49)
		n1 false (test_time = 19.7546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440338)
	variant  3604/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 48)
		n1 false (test_time = 20.1691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434309)
	variant  3605/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 47)
		n1 false (test_time = 19.6688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431404)
	variant  3606/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 46)
		n1 false (test_time = 20.0996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42437)
	variant  3607/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 45)
		n1 false (test_time = 20.9674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41619)
	variant  3608/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 44)
		n1 false (test_time = 19.4956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392025)
	variant  3609/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 43)
		n1 false (test_time = 19.7813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376499)
	variant  3610/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 42)
		n1 false (test_time = 19.3958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365127)
	variant  3611/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 41)
		n1 false (test_time = 19.2191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352972)
	variant  3612/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 40)
		n1 false (test_time = 19.4012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351717)
	variant  3613/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 39)
		n1 false (test_time = 20.0329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339242)
	variant  3614/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 38)
		n1 false (test_time = 19.0829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318191)
	variant  3615/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 37)
		n1 false (test_time = 18.9226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312295)
	variant  3616/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 36)
		n1 false (test_time = 20.0459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307213)
	variant  3617/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 35)
		n1 false (test_time = 19.2311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299698)
	variant  3618/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 34)
		n1 false (test_time = 19.0773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31666)
	variant  3619/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 33)
		n1 false (test_time = 19.4085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282968)
	variant  3620/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 32)
		n1 false (test_time = 19.2961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268827)
	variant  3621/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 31)
		n1 false (test_time = 19.0204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335273)
	variant  3622/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 30)
		n1 false (test_time = 20.2713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258523)
	variant  3623/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 29)
		n1 false (test_time = 18.9633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239747)
	variant  3624/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 28)
		n1 false (test_time = 19.094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270464)
	variant  3625/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 27)
		n1 false (test_time = 19.1006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218218)
	variant  3626/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 26)
		n1 false (test_time = 19.0609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212041)
	variant  3627/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 25)
		n1 false (test_time = 18.6855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215142)
	variant  3628/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 24)
		n1 false (test_time = 19.1748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19217)
	variant  3629/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 23)
		n1 false (test_time = 18.9309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185306)
	variant  3630/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 22)
		n1 false (test_time = 19.0286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179794)
	variant  3631/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 21)
		n1 false (test_time = 19.9308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170954)
	variant  3632/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 20)
		n1 false (test_time = 19.3292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162677)
	variant  3633/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 19)
		n1 false (test_time = 18.7886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150826)
	variant  3634/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 18)
		n1 false (test_time = 19.3459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142518)
	variant  3635/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 17)
		n1 false (test_time = 19.1055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129033)
	variant  3636/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 16)
		n1 false (test_time = 19.0598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124162)
	variant  3637/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 15)
		n1 false (test_time = 19.588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111885)
	variant  3638/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 14)
		n1 false (test_time = 19.0698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103957)
	variant  3639/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 13)
		n1 false (test_time = 19.1073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093452)
	variant  3640/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 12)
		n1 false (test_time = 19.3906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0816269)
	variant  3641/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 11)
		n1 false (test_time = 19.0067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.07604)
	variant  3642/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 10)
		n1 false (test_time = 19.1705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066963)
	variant  3643/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 9)
		n1 false (test_time = 19.2459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0587101)
	variant  3644/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 8)
		n1 false (test_time = 19.3303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0494568)
	variant  3645/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 7)
		n1 false (test_time = 18.9965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0371161)
	variant  3646/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 6)
		n1 false (test_time = 19.8059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0281429)
	variant  3647/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 5)
		n1 false (test_time = 19.0057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0189271)
	variant  3648/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 4)
		n1 false (test_time = 19.4791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0105751)
	variant  3649/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 3)
		n1 false (test_time = 19.2876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.19617e-05)
	variant  3650/57423 = ?(1,a(8391,8262)) ?(2,a(8391,8261)) ?(3,a(8391,8260)) ?(4,a(8391,8259)) ?(5,a(8391,8258)) ?(6,a(8391,8225)) ?(7,a(8391,8223)) ?(8,a(8391,8220)) ?(9,a(8391,8219)) ?(10,a(8391,8218)) ?(11,a(8391,8217)) ?(12,a(8391,8216)) ?(13,a(8391,8215)) ?(14,a(8391,8214)) ?(15,a(8391,8213)) ?(16,a(8391,8212)) ?(17,a(8391,8179)) ?(18,a(8391,8177)) ?(19,a(8391,8174)) ?(20,a(8391,8173)) ?(21,a(8391,8172)) ?(22,a(8391,8139)) ?(23,a(8391,8137)) ?(24,a(8391,8134)) ?(25,a(8391,8133)) ?(26,a(8391,8132)) ?(27,a(8391,8099)) ?(28,a(8391,8097)) ?(29,a(8391,8094)) ?(30,a(8391,8093)) ?(31,a(8391,8092)) ?(32,a(8391,8059)) ?(33,a(8391,8057)) ?(34,a(8391,8054)) ?(35,a(8391,8022)) ?(36,a(8391,8020)) ?(37,a(8391,8017)) ?(38,a(8391,7985)) ?(39,a(8391,7983)) ?(40,a(8391,7980)) ?(41,a(8391,7979)) ?(42,a(8391,7947)) ?(43,a(8391,7945)) ?(44,a(8391,7940)) ?(45,a(8391,7939)) ?(46,a(8391,7937)) ?(47,a(8391,4493)) ?(48,a(8391,4388)) ?(49,a(8391,4173)) ?(50,a(8391,3694))  (7831 tests, cond 2)
		n1 false (test_time = 19.131)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 502.256)
search: ww_adaptive: found best (time_taken = 0.449697)
	variant  3651/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 1)
		n1 false (test_time = 20.1756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44504)
	variant  3652/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 50)
		n1 false (test_time = 19.0687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441441)
	variant  3653/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 49)
		n1 false (test_time = 19.1793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425131)
	variant  3654/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 48)
		n1 false (test_time = 19.5165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416998)
	variant  3655/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 47)
		n1 false (test_time = 19.3254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427827)
	variant  3656/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 46)
		n1 false (test_time = 18.5999)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422569)
	variant  3657/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 45)
		n1 false (test_time = 20.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395602)
	variant  3658/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 44)
		n1 false (test_time = 19.348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380735)
	variant  3659/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 43)
		n1 false (test_time = 19.4003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430787)
	variant  3660/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 42)
		n1 false (test_time = 19.2333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359083)
	variant  3661/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 41)
		n1 false (test_time = 19.0649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349361)
	variant  3662/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 40)
		n1 false (test_time = 19.0399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339802)
	variant  3663/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 39)
		n1 false (test_time = 19.3764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328328)
	variant  3664/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 38)
		n1 false (test_time = 18.9899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315523)
	variant  3665/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 37)
		n1 false (test_time = 19.3682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315857)
	variant  3666/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 36)
		n1 false (test_time = 19.5526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30811)
	variant  3667/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 35)
		n1 false (test_time = 19.4292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318975)
	variant  3668/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 34)
		n1 false (test_time = 19.1861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28755)
	variant  3669/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 33)
		n1 false (test_time = 19.7839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291124)
	variant  3670/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 32)
		n1 false (test_time = 19.1102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269957)
	variant  3671/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 31)
		n1 false (test_time = 18.7764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266237)
	variant  3672/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 30)
		n1 false (test_time = 20.4875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254944)
	variant  3673/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 29)
		n1 false (test_time = 19.6887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249875)
	variant  3674/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 28)
		n1 false (test_time = 18.9812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251713)
	variant  3675/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 27)
		n1 false (test_time = 19.0582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218941)
	variant  3676/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 26)
		n1 false (test_time = 19.0502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217502)
	variant  3677/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 25)
		n1 false (test_time = 19.067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2133)
	variant  3678/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 24)
		n1 false (test_time = 19.1668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193388)
	variant  3679/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 23)
		n1 false (test_time = 18.9463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186681)
	variant  3680/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 22)
		n1 false (test_time = 19.1998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179852)
	variant  3681/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 21)
		n1 false (test_time = 19.3698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169829)
	variant  3682/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 20)
		n1 false (test_time = 19.1624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155575)
	variant  3683/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 19)
		n1 false (test_time = 19.1257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148869)
	variant  3684/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 18)
		n1 false (test_time = 19.5512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139606)
	variant  3685/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 17)
		n1 false (test_time = 19.0618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129583)
	variant  3686/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 16)
		n1 false (test_time = 19.1135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121948)
	variant  3687/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 15)
		n1 false (test_time = 20.3479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116617)
	variant  3688/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 14)
		n1 false (test_time = 19.6093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104909)
	variant  3689/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 13)
		n1 false (test_time = 19.0637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100879)
	variant  3690/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 12)
		n1 false (test_time = 19.7339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085743)
	variant  3691/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 11)
		n1 false (test_time = 19.9487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076313)
	variant  3692/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 10)
		n1 false (test_time = 19.2216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0713441)
	variant  3693/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 9)
		n1 false (test_time = 19.2936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057724)
	variant  3694/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 8)
		n1 false (test_time = 19.0404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0496252)
	variant  3695/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 7)
		n1 false (test_time = 19.0601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036437)
	variant  3696/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 6)
		n1 false (test_time = 19.8211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286291)
	variant  3697/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 5)
		n1 false (test_time = 19.1291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195131)
	variant  3698/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 4)
		n1 false (test_time = 19.0091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00942922)
	variant  3699/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 3)
		n1 false (test_time = 19.1706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3700/57423 = ?(1,a(8391,3629)) ?(2,a(8391,2688)) ?(3,a(8390,8431)) ?(4,a(8390,8430)) ?(5,a(8390,8429)) ?(6,a(8390,8428)) ?(7,a(8390,8426)) ?(8,a(8390,8425)) ?(9,a(8390,8424)) ?(10,a(8390,8423)) ?(11,a(8390,8422)) ?(12,a(8390,8421)) ?(13,a(8390,8420)) ?(14,a(8390,8419)) ?(15,a(8390,8418)) ?(16,a(8390,8417)) ?(17,a(8390,8416)) ?(18,a(8390,8415)) ?(19,a(8390,8414)) ?(20,a(8390,8413)) ?(21,a(8390,8412)) ?(22,a(8390,8411)) ?(23,a(8390,8410)) ?(24,a(8390,8409)) ?(25,a(8390,8408)) ?(26,a(8390,8407)) ?(27,a(8390,8406)) ?(28,a(8390,8405)) ?(29,a(8390,8404)) ?(30,a(8390,8403)) ?(31,a(8390,8402)) ?(32,a(8390,8401)) ?(33,a(8390,8400)) ?(34,a(8390,8399)) ?(35,a(8390,8398)) ?(36,a(8390,8397)) ?(37,a(8390,8395)) ?(38,a(8390,8394)) ?(39,a(8390,8393)) ?(40,a(8390,8392)) ?(41,a(8390,8391)) ?(42,a(8390,8390)) ?(43,a(8390,8389)) ?(44,a(8390,8388)) ?(45,a(8390,8387)) ?(46,a(8390,8386)) ?(47,a(8390,8385)) ?(48,a(8390,8384)) ?(49,a(8390,8382)) ?(50,a(8390,8356))  (7831 tests, cond 2)
		n1 false (test_time = 19.1233)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 501.955)
search: ww_adaptive: found best (time_taken = 0.446159)
	variant  3701/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 1)
		n1 false (test_time = 20.5867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464148)
	variant  3702/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 50)
		n1 false (test_time = 19.2372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462137)
	variant  3703/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 49)
		n1 false (test_time = 18.4306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444912)
	variant  3704/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 48)
		n1 false (test_time = 19.5885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447665)
	variant  3705/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 47)
		n1 false (test_time = 19.0689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406578)
	variant  3706/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 46)
		n1 false (test_time = 18.9684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448857)
	variant  3707/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 45)
		n1 false (test_time = 20.6067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413344)
	variant  3708/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 44)
		n1 false (test_time = 19.0053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375474)
	variant  3709/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 43)
		n1 false (test_time = 19.4569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375502)
	variant  3710/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 42)
		n1 false (test_time = 18.7698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357321)
	variant  3711/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 41)
		n1 false (test_time = 18.7972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342282)
	variant  3712/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 40)
		n1 false (test_time = 19.1923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3389)
	variant  3713/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 39)
		n1 false (test_time = 19.1538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337738)
	variant  3714/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 38)
		n1 false (test_time = 19.1868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336209)
	variant  3715/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 37)
		n1 false (test_time = 19.2918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365295)
	variant  3716/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 36)
		n1 false (test_time = 20.1812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312353)
	variant  3717/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 35)
		n1 false (test_time = 19.4958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306993)
	variant  3718/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 34)
		n1 false (test_time = 19.5026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304019)
	variant  3719/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 33)
		n1 false (test_time = 19.625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28201)
	variant  3720/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 32)
		n1 false (test_time = 19.1328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277293)
	variant  3721/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 31)
		n1 false (test_time = 19.7777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270618)
	variant  3722/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 30)
		n1 false (test_time = 19.6818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258203)
	variant  3723/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 29)
		n1 false (test_time = 19.5478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241591)
	variant  3724/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 28)
		n1 false (test_time = 19.3387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236896)
	variant  3725/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 27)
		n1 false (test_time = 19.5523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23058)
	variant  3726/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 26)
		n1 false (test_time = 19.8777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215419)
	variant  3727/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 25)
		n1 false (test_time = 19.166)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218551)
	variant  3728/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 24)
		n1 false (test_time = 19.132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207529)
	variant  3729/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 23)
		n1 false (test_time = 19.0188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189307)
	variant  3730/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 22)
		n1 false (test_time = 19.7585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182705)
	variant  3731/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 21)
		n1 false (test_time = 19.0316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168517)
	variant  3732/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 20)
		n1 false (test_time = 19.5654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15849)
	variant  3733/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 19)
		n1 false (test_time = 19.1704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149757)
	variant  3734/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 18)
		n1 false (test_time = 19.142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137528)
	variant  3735/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 17)
		n1 false (test_time = 19.7726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132091)
	variant  3736/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 16)
		n1 false (test_time = 19.7872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131979)
	variant  3737/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 15)
		n1 false (test_time = 19.7255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117957)
	variant  3738/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 14)
		n1 false (test_time = 19.244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104154)
	variant  3739/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 13)
		n1 false (test_time = 19.3515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092911)
	variant  3740/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 12)
		n1 false (test_time = 19.5199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087059)
	variant  3741/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 11)
		n1 false (test_time = 19.1454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0750349)
	variant  3742/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 10)
		n1 false (test_time = 18.8461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0665269)
	variant  3743/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 9)
		n1 false (test_time = 19.4099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0579729)
	variant  3744/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 8)
		n1 false (test_time = 19.4028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048167)
	variant  3745/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 7)
		n1 false (test_time = 19.5287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037647)
	variant  3746/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 6)
		n1 false (test_time = 19.3062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027302)
	variant  3747/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 5)
		n1 false (test_time = 19.0357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0186992)
	variant  3748/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 4)
		n1 false (test_time = 19.4396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00978899)
	variant  3749/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 3)
		n1 false (test_time = 19.345)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  3750/57423 = ?(1,a(8390,8352)) ?(2,a(8390,8351)) ?(3,a(8390,8350)) ?(4,a(8390,8349)) ?(5,a(8390,8346)) ?(6,a(8390,8345)) ?(7,a(8390,8344)) ?(8,a(8390,8343)) ?(9,a(8390,8342)) ?(10,a(8390,8341)) ?(11,a(8390,8340)) ?(12,a(8390,8339)) ?(13,a(8390,8337)) ?(14,a(8390,8307)) ?(15,a(8390,8306)) ?(16,a(8390,8305)) ?(17,a(8390,8304)) ?(18,a(8390,8301)) ?(19,a(8390,8299)) ?(20,a(8390,8269)) ?(21,a(8390,8268)) ?(22,a(8390,8267)) ?(23,a(8390,8266)) ?(24,a(8390,8263)) ?(25,a(8390,8262)) ?(26,a(8390,8261)) ?(27,a(8390,8260)) ?(28,a(8390,8259)) ?(29,a(8390,8258)) ?(30,a(8390,8256)) ?(31,a(8390,8226)) ?(32,a(8390,8225)) ?(33,a(8390,8224)) ?(34,a(8390,8223)) ?(35,a(8390,8220)) ?(36,a(8390,8219)) ?(37,a(8390,8218)) ?(38,a(8390,8217)) ?(39,a(8390,8216)) ?(40,a(8390,8215)) ?(41,a(8390,8214)) ?(42,a(8390,8213)) ?(43,a(8390,8212)) ?(44,a(8390,8210)) ?(45,a(8390,8180)) ?(46,a(8390,8179)) ?(47,a(8390,8178)) ?(48,a(8390,8177)) ?(49,a(8390,8174)) ?(50,a(8390,8173))  (7831 tests, cond 2)
		n1 false (test_time = 19.0567)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 502.886)
search: ww_adaptive: found best (time_taken = 0.450174)
	variant  3751/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 1)
		n1 false (test_time = 19.4275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449015)
	variant  3752/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 50)
		n1 false (test_time = 18.9172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446308)
	variant  3753/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 49)
		n1 false (test_time = 19.1065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426843)
	variant  3754/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 48)
		n1 false (test_time = 19.0817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417143)
	variant  3755/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 47)
		n1 false (test_time = 19.9797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437311)
	variant  3756/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 46)
		n1 false (test_time = 20.3852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447098)
	variant  3757/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 45)
		n1 false (test_time = 20.4794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439674)
	variant  3758/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 44)
		n1 false (test_time = 20.1488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384771)
	variant  3759/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 43)
		n1 false (test_time = 20.3779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369186)
	variant  3760/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 42)
		n1 false (test_time = 19.0445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371063)
	variant  3761/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 41)
		n1 false (test_time = 19.5393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358494)
	variant  3762/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 40)
		n1 false (test_time = 19.4023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338726)
	variant  3763/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 39)
		n1 false (test_time = 19.0947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338642)
	variant  3764/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 38)
		n1 false (test_time = 18.8591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324735)
	variant  3765/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 37)
		n1 false (test_time = 19.9671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327944)
	variant  3766/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 36)
		n1 false (test_time = 18.9593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309075)
	variant  3767/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 35)
		n1 false (test_time = 18.8673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290209)
	variant  3768/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 34)
		n1 false (test_time = 19.1512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302966)
	variant  3769/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 33)
		n1 false (test_time = 19.0402)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274722)
	variant  3770/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 32)
		n1 false (test_time = 19.1587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271726)
	variant  3771/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 31)
		n1 false (test_time = 19.363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312626)
	variant  3772/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 30)
		n1 false (test_time = 19.3644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252943)
	variant  3773/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 29)
		n1 false (test_time = 19.1552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240124)
	variant  3774/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 28)
		n1 false (test_time = 19.2637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230682)
	variant  3775/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 27)
		n1 false (test_time = 19.1129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218855)
	variant  3776/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 26)
		n1 false (test_time = 19.1489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213995)
	variant  3777/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 25)
		n1 false (test_time = 19.1055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199814)
	variant  3778/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 24)
		n1 false (test_time = 18.923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191867)
	variant  3779/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 23)
		n1 false (test_time = 18.977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181415)
	variant  3780/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 22)
		n1 false (test_time = 19.7855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173815)
	variant  3781/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 21)
		n1 false (test_time = 19.3371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174291)
	variant  3782/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 20)
		n1 false (test_time = 19.0374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157896)
	variant  3783/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 19)
		n1 false (test_time = 19.4911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144513)
	variant  3784/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 18)
		n1 false (test_time = 19.2595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14336)
	variant  3785/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 17)
		n1 false (test_time = 19.4808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137712)
	variant  3786/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 16)
		n1 false (test_time = 20.0714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134504)
	variant  3787/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 15)
		n1 false (test_time = 19.0846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112309)
	variant  3788/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 14)
		n1 false (test_time = 18.9206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10075)
	variant  3789/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 13)
		n1 false (test_time = 19.27)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0909929)
	variant  3790/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 12)
		n1 false (test_time = 19.0212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0826449)
	variant  3791/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 11)
		n1 false (test_time = 19.1621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0755429)
	variant  3792/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 10)
		n1 false (test_time = 20.0094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0665689)
	variant  3793/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 9)
		n1 false (test_time = 18.8403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054831)
	variant  3794/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 8)
		n1 false (test_time = 18.6624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04706)
	variant  3795/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 7)
		n1 false (test_time = 19.5415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0386529)
	variant  3796/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 6)
		n1 false (test_time = 19.0399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286629)
	variant  3797/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 5)
		n1 false (test_time = 19.9428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019639)
	variant  3798/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 4)
		n1 false (test_time = 19.0638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00918603)
	variant  3799/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 3)
		n1 false (test_time = 19.6029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 3.71933e-05)
	variant  3800/57423 = ?(1,a(8390,8172)) ?(2,a(8390,8170)) ?(3,a(8390,8140)) ?(4,a(8390,8139)) ?(5,a(8390,8138)) ?(6,a(8390,8137)) ?(7,a(8390,8134)) ?(8,a(8390,8133)) ?(9,a(8390,8132)) ?(10,a(8390,8130)) ?(11,a(8390,8100)) ?(12,a(8390,8099)) ?(13,a(8390,8098)) ?(14,a(8390,8097)) ?(15,a(8390,8094)) ?(16,a(8390,8093)) ?(17,a(8390,8092)) ?(18,a(8390,8090)) ?(19,a(8390,8060)) ?(20,a(8390,8059)) ?(21,a(8390,8058)) ?(22,a(8390,8057)) ?(23,a(8390,8054)) ?(24,a(8390,8053)) ?(25,a(8390,8023)) ?(26,a(8390,8022)) ?(27,a(8390,8021)) ?(28,a(8390,8020)) ?(29,a(8390,8017)) ?(30,a(8390,8016)) ?(31,a(8390,7986)) ?(32,a(8390,7985)) ?(33,a(8390,7984)) ?(34,a(8390,7983)) ?(35,a(8390,7980)) ?(36,a(8390,7979)) ?(37,a(8390,7978)) ?(38,a(8390,7948)) ?(39,a(8390,7947)) ?(40,a(8390,7946)) ?(41,a(8390,7945)) ?(42,a(8390,7940)) ?(43,a(8390,7939)) ?(44,a(8390,7937)) ?(45,a(8390,4493)) ?(46,a(8390,4388)) ?(47,a(8390,4173)) ?(48,a(8390,3694)) ?(49,a(8390,3629)) ?(50,a(8390,2688))  (7831 tests, cond 2)
		n1 false (test_time = 19.0358)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 500.252)
search: ww_adaptive: found best (time_taken = 0.462474)
	variant  3801/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 1)
		n1 false (test_time = 19.6846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449251)
	variant  3802/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 50)
		n1 false (test_time = 18.9614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451544)
	variant  3803/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 49)
		n1 false (test_time = 18.9404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435114)
	variant  3804/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 48)
		n1 false (test_time = 18.7969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423461)
	variant  3805/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 47)
		n1 false (test_time = 18.7411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404811)
	variant  3806/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 46)
		n1 false (test_time = 19.3315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437558)
	variant  3807/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 45)
		n1 false (test_time = 19.2848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397043)
	variant  3808/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 44)
		n1 false (test_time = 19.1314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3962)
	variant  3809/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 43)
		n1 false (test_time = 19.1207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368392)
	variant  3810/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 42)
		n1 false (test_time = 19.3175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371487)
	variant  3811/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 41)
		n1 false (test_time = 19.2029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352704)
	variant  3812/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 40)
		n1 false (test_time = 19.3404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357366)
	variant  3813/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 39)
		n1 false (test_time = 19.2114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333789)
	variant  3814/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 38)
		n1 false (test_time = 18.8692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327911)
	variant  3815/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 37)
		n1 false (test_time = 19.4597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339627)
	variant  3816/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 36)
		n1 false (test_time = 20.6584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344868)
	variant  3817/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 35)
		n1 false (test_time = 20.9293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352322)
	variant  3818/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 34)
		n1 false (test_time = 21.431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303758)
	variant  3819/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 33)
		n1 false (test_time = 20.8425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300543)
	variant  3820/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 32)
		n1 false (test_time = 19.7063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280211)
	variant  3821/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 31)
		n1 false (test_time = 20.3355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266733)
	variant  3822/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 30)
		n1 false (test_time = 19.3429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246007)
	variant  3823/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 29)
		n1 false (test_time = 19.0574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242982)
	variant  3824/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 28)
		n1 false (test_time = 20.348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242004)
	variant  3825/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 27)
		n1 false (test_time = 19.4311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231851)
	variant  3826/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 26)
		n1 false (test_time = 18.9142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206996)
	variant  3827/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 25)
		n1 false (test_time = 19.0835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208152)
	variant  3828/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 24)
		n1 false (test_time = 19.3378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217608)
	variant  3829/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 23)
		n1 false (test_time = 19.4855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195587)
	variant  3830/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 22)
		n1 false (test_time = 19.9098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175706)
	variant  3831/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 21)
		n1 false (test_time = 18.9845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167422)
	variant  3832/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 20)
		n1 false (test_time = 18.7398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159633)
	variant  3833/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 19)
		n1 false (test_time = 19.179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152782)
	variant  3834/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 18)
		n1 false (test_time = 19.3477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143391)
	variant  3835/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 17)
		n1 false (test_time = 18.9121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130962)
	variant  3836/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 16)
		n1 false (test_time = 19.5991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120894)
	variant  3837/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 15)
		n1 false (test_time = 19.8348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117784)
	variant  3838/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 14)
		n1 false (test_time = 19.3029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103098)
	variant  3839/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 13)
		n1 false (test_time = 19.5328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093267)
	variant  3840/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 12)
		n1 false (test_time = 19.2366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0842478)
	variant  3841/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 11)
		n1 false (test_time = 19.0428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076879)
	variant  3842/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 10)
		n1 false (test_time = 19.2581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0730209)
	variant  3843/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 9)
		n1 false (test_time = 19.0814)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0592141)
	variant  3844/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 8)
		n1 false (test_time = 19.4481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0455849)
	variant  3845/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 7)
		n1 false (test_time = 20.4639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0374429)
	variant  3846/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 6)
		n1 false (test_time = 18.6985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028492)
	variant  3847/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 5)
		n1 false (test_time = 18.5906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018121)
	variant  3848/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 4)
		n1 false (test_time = 19.1027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00989103)
	variant  3849/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 3)
		n1 false (test_time = 18.9218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  3850/57423 = ?(1,a(8389,8431)) ?(2,a(8389,8430)) ?(3,a(8389,8429)) ?(4,a(8389,8428)) ?(5,a(8389,8426)) ?(6,a(8389,8425)) ?(7,a(8389,8424)) ?(8,a(8389,8391)) ?(9,a(8389,8389)) ?(10,a(8389,8386)) ?(11,a(8389,8385)) ?(12,a(8389,8384)) ?(13,a(8389,8351)) ?(14,a(8389,8349)) ?(15,a(8389,8346)) ?(16,a(8389,8345)) ?(17,a(8389,8344)) ?(18,a(8389,8343)) ?(19,a(8389,8342)) ?(20,a(8389,8341)) ?(21,a(8389,8340)) ?(22,a(8389,8339)) ?(23,a(8389,8306)) ?(24,a(8389,8304)) ?(25,a(8389,8301)) ?(26,a(8389,8268)) ?(27,a(8389,8266)) ?(28,a(8389,8263)) ?(29,a(8389,8262)) ?(30,a(8389,8261)) ?(31,a(8389,8260)) ?(32,a(8389,8259)) ?(33,a(8389,8258)) ?(34,a(8389,8225)) ?(35,a(8389,8223)) ?(36,a(8389,8220)) ?(37,a(8389,8219)) ?(38,a(8389,8218)) ?(39,a(8389,8217)) ?(40,a(8389,8216)) ?(41,a(8389,8215)) ?(42,a(8389,8214)) ?(43,a(8389,8213)) ?(44,a(8389,8212)) ?(45,a(8389,8179)) ?(46,a(8389,8177)) ?(47,a(8389,8174)) ?(48,a(8389,8173)) ?(49,a(8389,8172)) ?(50,a(8389,8139))  (7831 tests, cond 2)
		n1 false (test_time = 19.6048)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 499.774)
search: ww_adaptive: found best (time_taken = 0.466623)
	variant  3851/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 1)
		n1 false (test_time = 20.6685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.463342)
	variant  3852/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 50)
		n1 false (test_time = 20.0272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.467189)
	variant  3853/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 49)
		n1 false (test_time = 20.287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.46159)
	variant  3854/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 48)
		n1 false (test_time = 19.9535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456441)
	variant  3855/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 47)
		n1 false (test_time = 19.8179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.458796)
	variant  3856/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 46)
		n1 false (test_time = 19.7869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40854)
	variant  3857/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 45)
		n1 false (test_time = 19.3052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387415)
	variant  3858/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 44)
		n1 false (test_time = 19.5545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397154)
	variant  3859/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 43)
		n1 false (test_time = 19.2436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381559)
	variant  3860/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 42)
		n1 false (test_time = 18.9459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37254)
	variant  3861/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 41)
		n1 false (test_time = 19.7148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366307)
	variant  3862/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 40)
		n1 false (test_time = 19.9536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345194)
	variant  3863/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 39)
		n1 false (test_time = 19.0524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340779)
	variant  3864/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 38)
		n1 false (test_time = 19.9027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340184)
	variant  3865/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 37)
		n1 false (test_time = 20.4204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325131)
	variant  3866/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 36)
		n1 false (test_time = 18.6885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308746)
	variant  3867/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 35)
		n1 false (test_time = 19.3022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306245)
	variant  3868/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 34)
		n1 false (test_time = 19.0422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284764)
	variant  3869/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 33)
		n1 false (test_time = 19.8098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292299)
	variant  3870/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 32)
		n1 false (test_time = 19.1935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291239)
	variant  3871/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 31)
		n1 false (test_time = 19.5817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280124)
	variant  3872/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 30)
		n1 false (test_time = 20.1499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250233)
	variant  3873/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 29)
		n1 false (test_time = 19.7643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248442)
	variant  3874/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 28)
		n1 false (test_time = 18.9534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237855)
	variant  3875/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 27)
		n1 false (test_time = 18.8753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224753)
	variant  3876/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 26)
		n1 false (test_time = 18.7813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222048)
	variant  3877/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 25)
		n1 false (test_time = 18.8083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203528)
	variant  3878/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 24)
		n1 false (test_time = 19.1266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198978)
	variant  3879/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 23)
		n1 false (test_time = 20.1796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187728)
	variant  3880/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 22)
		n1 false (test_time = 19.5299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178272)
	variant  3881/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 21)
		n1 false (test_time = 19.7803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166102)
	variant  3882/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 20)
		n1 false (test_time = 19.0037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160935)
	variant  3883/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 19)
		n1 false (test_time = 18.9693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158978)
	variant  3884/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 18)
		n1 false (test_time = 19.0254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139845)
	variant  3885/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 17)
		n1 false (test_time = 19.1916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13029)
	variant  3886/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 16)
		n1 false (test_time = 19.4056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126257)
	variant  3887/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 15)
		n1 false (test_time = 19.4953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114914)
	variant  3888/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 14)
		n1 false (test_time = 19.2339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102311)
	variant  3889/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 13)
		n1 false (test_time = 19.498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0970719)
	variant  3890/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 12)
		n1 false (test_time = 19.5282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0872941)
	variant  3891/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 11)
		n1 false (test_time = 19.1469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0737391)
	variant  3892/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 10)
		n1 false (test_time = 19.0473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0672739)
	variant  3893/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 9)
		n1 false (test_time = 19.906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0616848)
	variant  3894/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 8)
		n1 false (test_time = 19.5875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0451419)
	variant  3895/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 7)
		n1 false (test_time = 18.6708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0376379)
	variant  3896/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 6)
		n1 false (test_time = 19.4403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0279269)
	variant  3897/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 5)
		n1 false (test_time = 19.1372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0192599)
	variant  3898/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 4)
		n1 false (test_time = 19.1998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00984502)
	variant  3899/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 3)
		n1 false (test_time = 19.1686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  3900/57423 = ?(1,a(8389,8137)) ?(2,a(8389,8134)) ?(3,a(8389,8133)) ?(4,a(8389,8132)) ?(5,a(8389,8099)) ?(6,a(8389,8097)) ?(7,a(8389,8094)) ?(8,a(8389,8093)) ?(9,a(8389,8092)) ?(10,a(8389,8059)) ?(11,a(8389,8057)) ?(12,a(8389,8054)) ?(13,a(8389,8022)) ?(14,a(8389,8020)) ?(15,a(8389,8017)) ?(16,a(8389,7985)) ?(17,a(8389,7983)) ?(18,a(8389,7980)) ?(19,a(8389,7979)) ?(20,a(8389,7947)) ?(21,a(8389,7945)) ?(22,a(8389,7940)) ?(23,a(8389,7939)) ?(24,a(8389,7937)) ?(25,a(8389,4493)) ?(26,a(8389,4388)) ?(27,a(8389,4173)) ?(28,a(8389,3694)) ?(29,a(8389,3629)) ?(30,a(8389,2688)) ?(31,a(8388,8431)) ?(32,a(8388,8430)) ?(33,a(8388,8429)) ?(34,a(8388,8428)) ?(35,a(8388,8426)) ?(36,a(8388,8425)) ?(37,a(8388,8424)) ?(38,a(8388,8391)) ?(39,a(8388,8389)) ?(40,a(8388,8388)) ?(41,a(8388,8387)) ?(42,a(8388,8386)) ?(43,a(8388,8385)) ?(44,a(8388,8384)) ?(45,a(8388,8351)) ?(46,a(8388,8349)) ?(47,a(8388,8346)) ?(48,a(8388,8345)) ?(49,a(8388,8344)) ?(50,a(8388,8343))  (7831 tests, cond 2)
		n1 false (test_time = 19.8006)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 498.636)
search: ww_adaptive: found best (time_taken = 0.443607)
	variant  3901/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 1)
		n1 false (test_time = 19.8349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436281)
	variant  3902/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 50)
		n1 false (test_time = 19.5852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435798)
	variant  3903/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 49)
		n1 false (test_time = 18.9436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428329)
	variant  3904/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 48)
		n1 false (test_time = 18.9506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413456)
	variant  3905/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 47)
		n1 false (test_time = 19.4319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.430441)
	variant  3906/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 46)
		n1 false (test_time = 19.6649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399723)
	variant  3907/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 45)
		n1 false (test_time = 19.6242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411256)
	variant  3908/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 44)
		n1 false (test_time = 19.0474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377627)
	variant  3909/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 43)
		n1 false (test_time = 19.0558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372636)
	variant  3910/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 42)
		n1 false (test_time = 19.2005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361022)
	variant  3911/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 41)
		n1 false (test_time = 19.5461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356604)
	variant  3912/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 40)
		n1 false (test_time = 18.993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339607)
	variant  3913/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 39)
		n1 false (test_time = 19.441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342088)
	variant  3914/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 38)
		n1 false (test_time = 19.4026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330906)
	variant  3915/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 37)
		n1 false (test_time = 19.4684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326521)
	variant  3916/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 36)
		n1 false (test_time = 19.2134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328457)
	variant  3917/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 35)
		n1 false (test_time = 18.7222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296158)
	variant  3918/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 34)
		n1 false (test_time = 18.8734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2864)
	variant  3919/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 33)
		n1 false (test_time = 18.8598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277567)
	variant  3920/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 32)
		n1 false (test_time = 19.1867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298345)
	variant  3921/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 31)
		n1 false (test_time = 19.4105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268491)
	variant  3922/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 30)
		n1 false (test_time = 19.3729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2517)
	variant  3923/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 29)
		n1 false (test_time = 18.7248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239268)
	variant  3924/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 28)
		n1 false (test_time = 19.1154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236357)
	variant  3925/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 27)
		n1 false (test_time = 19.0815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216756)
	variant  3926/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 26)
		n1 false (test_time = 19.5337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207767)
	variant  3927/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 25)
		n1 false (test_time = 18.6803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19774)
	variant  3928/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 24)
		n1 false (test_time = 18.382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191077)
	variant  3929/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 23)
		n1 false (test_time = 19.5614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197768)
	variant  3930/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 22)
		n1 false (test_time = 19.8424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186823)
	variant  3931/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 21)
		n1 false (test_time = 18.9705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165254)
	variant  3932/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 20)
		n1 false (test_time = 19.2427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156014)
	variant  3933/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 19)
		n1 false (test_time = 19.05)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146442)
	variant  3934/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 18)
		n1 false (test_time = 18.8203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137916)
	variant  3935/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 17)
		n1 false (test_time = 19.2172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239292)
	variant  3936/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 16)
		n1 false (test_time = 20.1022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12313)
	variant  3937/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 15)
		n1 false (test_time = 19.1304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111359)
	variant  3938/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 14)
		n1 false (test_time = 19.1533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165452)
	variant  3939/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 13)
		n1 false (test_time = 18.9889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093848)
	variant  3940/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 12)
		n1 false (test_time = 19.4981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087163)
	variant  3941/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 11)
		n1 false (test_time = 18.9855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081357)
	variant  3942/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 10)
		n1 false (test_time = 19.4011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0687258)
	variant  3943/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 9)
		n1 false (test_time = 19.4368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0555151)
	variant  3944/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 8)
		n1 false (test_time = 19.037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0477018)
	variant  3945/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 7)
		n1 false (test_time = 19.959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036664)
	variant  3946/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 6)
		n1 false (test_time = 19.7094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289061)
	variant  3947/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 5)
		n1 false (test_time = 19.1299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019742)
	variant  3948/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 4)
		n1 false (test_time = 19.4019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00955105)
	variant  3949/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 3)
		n1 false (test_time = 19.2719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  3950/57423 = ?(1,a(8388,8342)) ?(2,a(8388,8341)) ?(3,a(8388,8340)) ?(4,a(8388,8339)) ?(5,a(8388,8306)) ?(6,a(8388,8304)) ?(7,a(8388,8301)) ?(8,a(8388,8268)) ?(9,a(8388,8266)) ?(10,a(8388,8263)) ?(11,a(8388,8262)) ?(12,a(8388,8261)) ?(13,a(8388,8260)) ?(14,a(8388,8259)) ?(15,a(8388,8258)) ?(16,a(8388,8225)) ?(17,a(8388,8223)) ?(18,a(8388,8220)) ?(19,a(8388,8219)) ?(20,a(8388,8218)) ?(21,a(8388,8217)) ?(22,a(8388,8216)) ?(23,a(8388,8215)) ?(24,a(8388,8214)) ?(25,a(8388,8213)) ?(26,a(8388,8212)) ?(27,a(8388,8179)) ?(28,a(8388,8177)) ?(29,a(8388,8174)) ?(30,a(8388,8173)) ?(31,a(8388,8172)) ?(32,a(8388,8139)) ?(33,a(8388,8137)) ?(34,a(8388,8134)) ?(35,a(8388,8133)) ?(36,a(8388,8132)) ?(37,a(8388,8099)) ?(38,a(8388,8097)) ?(39,a(8388,8094)) ?(40,a(8388,8093)) ?(41,a(8388,8092)) ?(42,a(8388,8059)) ?(43,a(8388,8057)) ?(44,a(8388,8054)) ?(45,a(8388,8022)) ?(46,a(8388,8020)) ?(47,a(8388,8017)) ?(48,a(8388,7985)) ?(49,a(8388,7983)) ?(50,a(8388,7980))  (7831 tests, cond 2)
		n1 false (test_time = 18.6855)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 498.281)
search: ww_adaptive: found best (time_taken = 0.448519)
	variant  3951/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 1)
		n1 false (test_time = 19.745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453523)
	variant  3952/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 50)
		n1 false (test_time = 18.9618)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428403)
	variant  3953/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 49)
		n1 false (test_time = 18.9419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421895)
	variant  3954/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 48)
		n1 false (test_time = 19.0247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414693)
	variant  3955/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 47)
		n1 false (test_time = 18.8718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404143)
	variant  3956/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 46)
		n1 false (test_time = 19.9992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418399)
	variant  3957/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 45)
		n1 false (test_time = 19.2476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39234)
	variant  3958/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 44)
		n1 false (test_time = 19.0106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388624)
	variant  3959/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 43)
		n1 false (test_time = 19.7308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369419)
	variant  3960/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 42)
		n1 false (test_time = 19.3157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376431)
	variant  3961/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 41)
		n1 false (test_time = 18.911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345807)
	variant  3962/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 40)
		n1 false (test_time = 19.2774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348311)
	variant  3963/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 39)
		n1 false (test_time = 19.138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340045)
	variant  3964/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 38)
		n1 false (test_time = 18.7673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321702)
	variant  3965/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 37)
		n1 false (test_time = 19.4198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310388)
	variant  3966/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 36)
		n1 false (test_time = 19.0538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301362)
	variant  3967/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 35)
		n1 false (test_time = 18.9157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292925)
	variant  3968/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 34)
		n1 false (test_time = 19.1636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283249)
	variant  3969/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 33)
		n1 false (test_time = 19.1163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284971)
	variant  3970/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 32)
		n1 false (test_time = 18.6323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265843)
	variant  3971/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 31)
		n1 false (test_time = 19.9936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290925)
	variant  3972/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 30)
		n1 false (test_time = 19.4622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248514)
	variant  3973/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 29)
		n1 false (test_time = 19.0365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237218)
	variant  3974/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 28)
		n1 false (test_time = 19.4628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.231305)
	variant  3975/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 27)
		n1 false (test_time = 18.9625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225194)
	variant  3976/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 26)
		n1 false (test_time = 19.0949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212274)
	variant  3977/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 25)
		n1 false (test_time = 19.2838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214991)
	variant  3978/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 24)
		n1 false (test_time = 19.5849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203276)
	variant  3979/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 23)
		n1 false (test_time = 19.909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201928)
	variant  3980/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 22)
		n1 false (test_time = 20.7835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180081)
	variant  3981/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 21)
		n1 false (test_time = 19.8776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177743)
	variant  3982/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 20)
		n1 false (test_time = 19.902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205644)
	variant  3983/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 19)
		n1 false (test_time = 19.5421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1503)
	variant  3984/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 18)
		n1 false (test_time = 18.5973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139279)
	variant  3985/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 17)
		n1 false (test_time = 18.3508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12916)
	variant  3986/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 16)
		n1 false (test_time = 19.5802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119815)
	variant  3987/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 15)
		n1 false (test_time = 19.1224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112551)
	variant  3988/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 14)
		n1 false (test_time = 19.0167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101737)
	variant  3989/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 13)
		n1 false (test_time = 18.8898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.091825)
	variant  3990/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 12)
		n1 false (test_time = 18.981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0824962)
	variant  3991/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 11)
		n1 false (test_time = 18.4246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072125)
	variant  3992/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 10)
		n1 false (test_time = 18.6162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0645218)
	variant  3993/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 9)
		n1 false (test_time = 18.4844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0564499)
	variant  3994/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 8)
		n1 false (test_time = 18.5031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045481)
	variant  3995/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 7)
		n1 false (test_time = 19.2163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0366509)
	variant  3996/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 6)
		n1 false (test_time = 18.8287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027909)
	variant  3997/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 5)
		n1 false (test_time = 18.8956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0183768)
	variant  3998/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 4)
		n1 false (test_time = 19.0987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0104768)
	variant  3999/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 3)
		n1 false (test_time = 18.8974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4000/57423 = ?(1,a(8388,7979)) ?(2,a(8388,7947)) ?(3,a(8388,7945)) ?(4,a(8388,7940)) ?(5,a(8388,7939)) ?(6,a(8388,7937)) ?(7,a(8388,4493)) ?(8,a(8388,4388)) ?(9,a(8388,4173)) ?(10,a(8388,3694)) ?(11,a(8388,3629)) ?(12,a(8388,2688)) ?(13,a(8387,8431)) ?(14,a(8387,8430)) ?(15,a(8387,8429)) ?(16,a(8387,8428)) ?(17,a(8387,8426)) ?(18,a(8387,8425)) ?(19,a(8387,8424)) ?(20,a(8387,8391)) ?(21,a(8387,8389)) ?(22,a(8387,8386)) ?(23,a(8387,8385)) ?(24,a(8387,8384)) ?(25,a(8387,8351)) ?(26,a(8387,8349)) ?(27,a(8387,8346)) ?(28,a(8387,8345)) ?(29,a(8387,8344)) ?(30,a(8387,8343)) ?(31,a(8387,8342)) ?(32,a(8387,8341)) ?(33,a(8387,8340)) ?(34,a(8387,8339)) ?(35,a(8387,8306)) ?(36,a(8387,8304)) ?(37,a(8387,8301)) ?(38,a(8387,8268)) ?(39,a(8387,8266)) ?(40,a(8387,8263)) ?(41,a(8387,8262)) ?(42,a(8387,8261)) ?(43,a(8387,8260)) ?(44,a(8387,8259)) ?(45,a(8387,8258)) ?(46,a(8387,8225)) ?(47,a(8387,8223)) ?(48,a(8387,8220)) ?(49,a(8387,8219)) ?(50,a(8387,8218))  (7831 tests, cond 2)
		n1 false (test_time = 18.8579)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 495.96)
search: ww_adaptive: found best (time_taken = 0.455077)
	variant  4001/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 1)
		n1 false (test_time = 19.5424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.450677)
	variant  4002/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 50)
		n1 false (test_time = 18.9674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427944)
	variant  4003/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 49)
		n1 false (test_time = 20.0301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434495)
	variant  4004/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 48)
		n1 false (test_time = 19.0082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435263)
	variant  4005/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 47)
		n1 false (test_time = 18.9903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408077)
	variant  4006/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 46)
		n1 false (test_time = 19.6474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415673)
	variant  4007/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 45)
		n1 false (test_time = 20.0051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400369)
	variant  4008/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 44)
		n1 false (test_time = 19.2305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378993)
	variant  4009/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 43)
		n1 false (test_time = 19.8018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387541)
	variant  4010/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 42)
		n1 false (test_time = 19.1686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357697)
	variant  4011/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 41)
		n1 false (test_time = 18.8943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351123)
	variant  4012/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 40)
		n1 false (test_time = 18.9927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344811)
	variant  4013/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 39)
		n1 false (test_time = 18.8249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323488)
	variant  4014/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 38)
		n1 false (test_time = 18.8393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322933)
	variant  4015/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 37)
		n1 false (test_time = 19.4894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320461)
	variant  4016/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 36)
		n1 false (test_time = 19.6356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30426)
	variant  4017/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 35)
		n1 false (test_time = 19.3018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30112)
	variant  4018/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 34)
		n1 false (test_time = 19.6195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283396)
	variant  4019/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 33)
		n1 false (test_time = 19.1985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273423)
	variant  4020/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 32)
		n1 false (test_time = 19.37)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271906)
	variant  4021/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 31)
		n1 false (test_time = 20.1836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271173)
	variant  4022/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 30)
		n1 false (test_time = 19.9075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26937)
	variant  4023/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 29)
		n1 false (test_time = 19.4183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241951)
	variant  4024/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 28)
		n1 false (test_time = 19.6101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244137)
	variant  4025/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 27)
		n1 false (test_time = 19.6226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226395)
	variant  4026/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 26)
		n1 false (test_time = 19.3923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215961)
	variant  4027/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 25)
		n1 false (test_time = 19.8101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223902)
	variant  4028/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 24)
		n1 false (test_time = 19.8059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195225)
	variant  4029/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 23)
		n1 false (test_time = 19.4529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181588)
	variant  4030/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 22)
		n1 false (test_time = 19.8044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183766)
	variant  4031/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 21)
		n1 false (test_time = 19.3679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166334)
	variant  4032/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 20)
		n1 false (test_time = 19.4018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157149)
	variant  4033/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 19)
		n1 false (test_time = 19.3374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150311)
	variant  4034/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 18)
		n1 false (test_time = 19.5669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148572)
	variant  4035/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 17)
		n1 false (test_time = 19.6377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130205)
	variant  4036/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 16)
		n1 false (test_time = 20.2188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122432)
	variant  4037/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 15)
		n1 false (test_time = 19.4887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114208)
	variant  4038/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 14)
		n1 false (test_time = 19.2411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101296)
	variant  4039/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 13)
		n1 false (test_time = 19.7312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100585)
	variant  4040/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 12)
		n1 false (test_time = 19.4367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0840631)
	variant  4041/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 11)
		n1 false (test_time = 19.4456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.075726)
	variant  4042/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 10)
		n1 false (test_time = 19.7372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.070317)
	variant  4043/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 9)
		n1 false (test_time = 19.3039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0578339)
	variant  4044/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 8)
		n1 false (test_time = 19.3764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0469851)
	variant  4045/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 7)
		n1 false (test_time = 19.7592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037524)
	variant  4046/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 6)
		n1 false (test_time = 19.5064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02935)
	variant  4047/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 5)
		n1 false (test_time = 19.1527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185561)
	variant  4048/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 4)
		n1 false (test_time = 19.5356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00988698)
	variant  4049/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 3)
		n1 false (test_time = 19.6979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  4050/57423 = ?(1,a(8387,8217)) ?(2,a(8387,8216)) ?(3,a(8387,8215)) ?(4,a(8387,8214)) ?(5,a(8387,8213)) ?(6,a(8387,8212)) ?(7,a(8387,8179)) ?(8,a(8387,8177)) ?(9,a(8387,8174)) ?(10,a(8387,8173)) ?(11,a(8387,8172)) ?(12,a(8387,8139)) ?(13,a(8387,8137)) ?(14,a(8387,8134)) ?(15,a(8387,8133)) ?(16,a(8387,8132)) ?(17,a(8387,8099)) ?(18,a(8387,8097)) ?(19,a(8387,8094)) ?(20,a(8387,8093)) ?(21,a(8387,8092)) ?(22,a(8387,8059)) ?(23,a(8387,8057)) ?(24,a(8387,8054)) ?(25,a(8387,8022)) ?(26,a(8387,8020)) ?(27,a(8387,8017)) ?(28,a(8387,7985)) ?(29,a(8387,7983)) ?(30,a(8387,7980)) ?(31,a(8387,7979)) ?(32,a(8387,7947)) ?(33,a(8387,7945)) ?(34,a(8387,7940)) ?(35,a(8387,7939)) ?(36,a(8387,7937)) ?(37,a(8387,4493)) ?(38,a(8387,4388)) ?(39,a(8387,4173)) ?(40,a(8387,3694)) ?(41,a(8387,3629)) ?(42,a(8387,2688)) ?(43,a(8386,8431)) ?(44,a(8386,8430)) ?(45,a(8386,8429)) ?(46,a(8386,8428)) ?(47,a(8386,8426)) ?(48,a(8386,8425)) ?(49,a(8386,8424)) ?(50,a(8386,8391))  (7831 tests, cond 2)
		n1 false (test_time = 19.5486)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 498.625)
search: ww_adaptive: found best (time_taken = 0.443245)
	variant  4051/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 1)
		n1 false (test_time = 19.7829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460231)
	variant  4052/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 50)
		n1 false (test_time = 19.4667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4455)
	variant  4053/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 49)
		n1 false (test_time = 19.7594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438801)
	variant  4054/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 48)
		n1 false (test_time = 19.512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414181)
	variant  4055/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 47)
		n1 false (test_time = 19.4666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412107)
	variant  4056/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 46)
		n1 false (test_time = 20.1533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421685)
	variant  4057/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 45)
		n1 false (test_time = 19.5518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383507)
	variant  4058/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 44)
		n1 false (test_time = 19.3084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37353)
	variant  4059/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 43)
		n1 false (test_time = 19.4168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359916)
	variant  4060/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 42)
		n1 false (test_time = 19.4859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394459)
	variant  4061/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 41)
		n1 false (test_time = 19.4287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365639)
	variant  4062/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 40)
		n1 false (test_time = 19.3688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333015)
	variant  4063/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 39)
		n1 false (test_time = 18.809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333478)
	variant  4064/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 38)
		n1 false (test_time = 19.2721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326755)
	variant  4065/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 37)
		n1 false (test_time = 19.7055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327657)
	variant  4066/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 36)
		n1 false (test_time = 19.207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295474)
	variant  4067/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 35)
		n1 false (test_time = 18.9716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295461)
	variant  4068/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 34)
		n1 false (test_time = 19.1305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283662)
	variant  4069/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 33)
		n1 false (test_time = 19.2782)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275866)
	variant  4070/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 32)
		n1 false (test_time = 19.2246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270191)
	variant  4071/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 31)
		n1 false (test_time = 19.9716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272665)
	variant  4072/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 30)
		n1 false (test_time = 19.6462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258421)
	variant  4073/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 29)
		n1 false (test_time = 19.4254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238175)
	variant  4074/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 28)
		n1 false (test_time = 19.6195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264954)
	variant  4075/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 27)
		n1 false (test_time = 19.1077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222568)
	variant  4076/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 26)
		n1 false (test_time = 19.2168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207719)
	variant  4077/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 25)
		n1 false (test_time = 19.4492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204398)
	variant  4078/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 24)
		n1 false (test_time = 19.526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204305)
	variant  4079/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 23)
		n1 false (test_time = 19.0539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189067)
	variant  4080/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 22)
		n1 false (test_time = 20.6433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173736)
	variant  4081/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 21)
		n1 false (test_time = 19.4801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179395)
	variant  4082/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 20)
		n1 false (test_time = 19.414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174392)
	variant  4083/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 19)
		n1 false (test_time = 19.2665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146078)
	variant  4084/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 18)
		n1 false (test_time = 19.6221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154788)
	variant  4085/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 17)
		n1 false (test_time = 19.4068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14132)
	variant  4086/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 16)
		n1 false (test_time = 19.8335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122804)
	variant  4087/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 15)
		n1 false (test_time = 19.5219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112273)
	variant  4088/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 14)
		n1 false (test_time = 19.5376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101103)
	variant  4089/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 13)
		n1 false (test_time = 19.2904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092535)
	variant  4090/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 12)
		n1 false (test_time = 19.0064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085407)
	variant  4091/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 11)
		n1 false (test_time = 19.5654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083401)
	variant  4092/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 10)
		n1 false (test_time = 20.1455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0699182)
	variant  4093/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 9)
		n1 false (test_time = 19.517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0595798)
	variant  4094/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 8)
		n1 false (test_time = 19.6702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054558)
	variant  4095/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 7)
		n1 false (test_time = 19.3742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038553)
	variant  4096/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 6)
		n1 false (test_time = 19.3547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0282321)
	variant  4097/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 5)
		n1 false (test_time = 19.6432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0204499)
	variant  4098/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 4)
		n1 false (test_time = 19.264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0107141)
	variant  4099/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 3)
		n1 false (test_time = 19.2691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4100/57423 = ?(1,a(8386,8389)) ?(2,a(8386,8386)) ?(3,a(8386,8385)) ?(4,a(8386,8384)) ?(5,a(8386,8351)) ?(6,a(8386,8349)) ?(7,a(8386,8346)) ?(8,a(8386,8345)) ?(9,a(8386,8344)) ?(10,a(8386,8343)) ?(11,a(8386,8342)) ?(12,a(8386,8341)) ?(13,a(8386,8340)) ?(14,a(8386,8339)) ?(15,a(8386,8306)) ?(16,a(8386,8304)) ?(17,a(8386,8301)) ?(18,a(8386,8268)) ?(19,a(8386,8266)) ?(20,a(8386,8263)) ?(21,a(8386,8262)) ?(22,a(8386,8261)) ?(23,a(8386,8260)) ?(24,a(8386,8259)) ?(25,a(8386,8258)) ?(26,a(8386,8225)) ?(27,a(8386,8223)) ?(28,a(8386,8220)) ?(29,a(8386,8219)) ?(30,a(8386,8218)) ?(31,a(8386,8217)) ?(32,a(8386,8216)) ?(33,a(8386,8215)) ?(34,a(8386,8214)) ?(35,a(8386,8213)) ?(36,a(8386,8212)) ?(37,a(8386,8179)) ?(38,a(8386,8177)) ?(39,a(8386,8174)) ?(40,a(8386,8173)) ?(41,a(8386,8172)) ?(42,a(8386,8139)) ?(43,a(8386,8137)) ?(44,a(8386,8134)) ?(45,a(8386,8133)) ?(46,a(8386,8132)) ?(47,a(8386,8099)) ?(48,a(8386,8097)) ?(49,a(8386,8094)) ?(50,a(8386,8093))  (7831 tests, cond 2)
		n1 false (test_time = 19.5299)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 495.885)
search: ww_adaptive: found best (time_taken = 0.443717)
	variant  4101/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 1)
		n1 false (test_time = 20.0512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460874)
	variant  4102/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 50)
		n1 false (test_time = 19.4769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447746)
	variant  4103/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 49)
		n1 false (test_time = 19.5786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437398)
	variant  4104/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 48)
		n1 false (test_time = 19.4199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434785)
	variant  4105/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 47)
		n1 false (test_time = 18.8247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410164)
	variant  4106/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 46)
		n1 false (test_time = 20.1083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429468)
	variant  4107/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 45)
		n1 false (test_time = 19.729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40578)
	variant  4108/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 44)
		n1 false (test_time = 19.096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390958)
	variant  4109/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 43)
		n1 false (test_time = 19.4344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373975)
	variant  4110/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 42)
		n1 false (test_time = 19.011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362986)
	variant  4111/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 41)
		n1 false (test_time = 19.6022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363399)
	variant  4112/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 40)
		n1 false (test_time = 19.4577)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341105)
	variant  4113/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 39)
		n1 false (test_time = 19.3403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32766)
	variant  4114/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 38)
		n1 false (test_time = 19.4399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334308)
	variant  4115/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 37)
		n1 false (test_time = 19.2528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31018)
	variant  4116/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 36)
		n1 false (test_time = 19.4603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302017)
	variant  4117/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 35)
		n1 false (test_time = 19.4684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339491)
	variant  4118/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 34)
		n1 false (test_time = 19.4407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29542)
	variant  4119/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 33)
		n1 false (test_time = 19.5019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290381)
	variant  4120/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 32)
		n1 false (test_time = 19.3799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298465)
	variant  4121/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 31)
		n1 false (test_time = 19.9508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269666)
	variant  4122/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 30)
		n1 false (test_time = 19.6027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248008)
	variant  4123/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 29)
		n1 false (test_time = 19.4926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237201)
	variant  4124/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 28)
		n1 false (test_time = 19.0826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245158)
	variant  4125/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 27)
		n1 false (test_time = 18.9326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220489)
	variant  4126/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 26)
		n1 false (test_time = 19.3992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224149)
	variant  4127/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 25)
		n1 false (test_time = 19.338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214277)
	variant  4128/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 24)
		n1 false (test_time = 19.6097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201555)
	variant  4129/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 23)
		n1 false (test_time = 19.6349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196866)
	variant  4130/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 22)
		n1 false (test_time = 19.4174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179509)
	variant  4131/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 21)
		n1 false (test_time = 18.9564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170034)
	variant  4132/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 20)
		n1 false (test_time = 19.2237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15901)
	variant  4133/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 19)
		n1 false (test_time = 18.7755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151119)
	variant  4134/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 18)
		n1 false (test_time = 19.0068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143154)
	variant  4135/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 17)
		n1 false (test_time = 19.5265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140681)
	variant  4136/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 16)
		n1 false (test_time = 20.1364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12924)
	variant  4137/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 15)
		n1 false (test_time = 19.4069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117632)
	variant  4138/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 14)
		n1 false (test_time = 19.5457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104733)
	variant  4139/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 13)
		n1 false (test_time = 19.4145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0936651)
	variant  4140/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 12)
		n1 false (test_time = 19.4598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085547)
	variant  4141/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 11)
		n1 false (test_time = 19.4596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0756481)
	variant  4142/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 10)
		n1 false (test_time = 19.3626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0649531)
	variant  4143/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 9)
		n1 false (test_time = 19.5858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056685)
	variant  4144/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 8)
		n1 false (test_time = 19.8677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0524781)
	variant  4145/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 7)
		n1 false (test_time = 19.5569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0402119)
	variant  4146/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 6)
		n1 false (test_time = 19.804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0299392)
	variant  4147/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 5)
		n1 false (test_time = 20.6527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0279429)
	variant  4148/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 4)
		n1 false (test_time = 19.418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010215)
	variant  4149/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 3)
		n1 false (test_time = 19.4092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.50204e-05)
	variant  4150/57423 = ?(1,a(8386,8092)) ?(2,a(8386,8059)) ?(3,a(8386,8057)) ?(4,a(8386,8054)) ?(5,a(8386,8022)) ?(6,a(8386,8020)) ?(7,a(8386,8017)) ?(8,a(8386,7985)) ?(9,a(8386,7983)) ?(10,a(8386,7980)) ?(11,a(8386,7979)) ?(12,a(8386,7947)) ?(13,a(8386,7945)) ?(14,a(8386,7940)) ?(15,a(8386,7939)) ?(16,a(8386,7937)) ?(17,a(8386,4493)) ?(18,a(8386,4388)) ?(19,a(8386,4173)) ?(20,a(8386,3694)) ?(21,a(8386,3629)) ?(22,a(8386,2688)) ?(23,a(8385,8431)) ?(24,a(8385,8430)) ?(25,a(8385,8429)) ?(26,a(8385,8428)) ?(27,a(8385,8426)) ?(28,a(8385,8425)) ?(29,a(8385,8424)) ?(30,a(8385,8391)) ?(31,a(8385,8389)) ?(32,a(8385,8386)) ?(33,a(8385,8385)) ?(34,a(8385,8384)) ?(35,a(8385,8351)) ?(36,a(8385,8349)) ?(37,a(8385,8346)) ?(38,a(8385,8345)) ?(39,a(8385,8344)) ?(40,a(8385,8343)) ?(41,a(8385,8342)) ?(42,a(8385,8341)) ?(43,a(8385,8340)) ?(44,a(8385,8339)) ?(45,a(8385,8306)) ?(46,a(8385,8304)) ?(47,a(8385,8301)) ?(48,a(8385,8268)) ?(49,a(8385,8266)) ?(50,a(8385,8263))  (7831 tests, cond 2)
		n1 false (test_time = 19.8026)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 498.938)
search: ww_adaptive: found best (time_taken = 0.446975)
	variant  4151/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 1)
		n1 false (test_time = 19.9204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464665)
	variant  4152/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 50)
		n1 false (test_time = 18.9619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436709)
	variant  4153/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 49)
		n1 false (test_time = 18.952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423621)
	variant  4154/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 48)
		n1 false (test_time = 18.9279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417104)
	variant  4155/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 47)
		n1 false (test_time = 19.3943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411233)
	variant  4156/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 46)
		n1 false (test_time = 19.7047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410784)
	variant  4157/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 45)
		n1 false (test_time = 19.2419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3906)
	variant  4158/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 44)
		n1 false (test_time = 19.4703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377014)
	variant  4159/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 43)
		n1 false (test_time = 19.6851)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387923)
	variant  4160/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 42)
		n1 false (test_time = 19.2789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362054)
	variant  4161/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 41)
		n1 false (test_time = 19.5884)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372906)
	variant  4162/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 40)
		n1 false (test_time = 18.9555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339324)
	variant  4163/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 39)
		n1 false (test_time = 19.1421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330341)
	variant  4164/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 38)
		n1 false (test_time = 20.0861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374365)
	variant  4165/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 37)
		n1 false (test_time = 19.379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314857)
	variant  4166/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 36)
		n1 false (test_time = 19.5932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320692)
	variant  4167/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 35)
		n1 false (test_time = 19.5373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308742)
	variant  4168/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 34)
		n1 false (test_time = 19.2367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287062)
	variant  4169/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 33)
		n1 false (test_time = 19.6339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283496)
	variant  4170/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 32)
		n1 false (test_time = 19.7722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273493)
	variant  4171/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 31)
		n1 false (test_time = 19.4016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265603)
	variant  4172/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 30)
		n1 false (test_time = 19.4537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254403)
	variant  4173/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 29)
		n1 false (test_time = 19.2901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235285)
	variant  4174/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 28)
		n1 false (test_time = 19.4681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244304)
	variant  4175/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 27)
		n1 false (test_time = 19.1564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220582)
	variant  4176/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 26)
		n1 false (test_time = 19.4531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207461)
	variant  4177/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 25)
		n1 false (test_time = 19.2346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205094)
	variant  4178/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 24)
		n1 false (test_time = 19.3705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202288)
	variant  4179/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 23)
		n1 false (test_time = 19.7833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18993)
	variant  4180/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 22)
		n1 false (test_time = 19.4525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176727)
	variant  4181/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 21)
		n1 false (test_time = 19.2022)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163106)
	variant  4182/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 20)
		n1 false (test_time = 19.4885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15826)
	variant  4183/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 19)
		n1 false (test_time = 19.3923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148787)
	variant  4184/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 18)
		n1 false (test_time = 19.3829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145681)
	variant  4185/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 17)
		n1 false (test_time = 20.0643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139259)
	variant  4186/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 16)
		n1 false (test_time = 19.514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122337)
	variant  4187/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 15)
		n1 false (test_time = 18.9308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114534)
	variant  4188/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 14)
		n1 false (test_time = 19.685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106822)
	variant  4189/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 13)
		n1 false (test_time = 19.2985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.091835)
	variant  4190/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 12)
		n1 false (test_time = 19.4024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0845711)
	variant  4191/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 11)
		n1 false (test_time = 19.552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.073837)
	variant  4192/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 10)
		n1 false (test_time = 19.2633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0655379)
	variant  4193/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 9)
		n1 false (test_time = 19.1737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055696)
	variant  4194/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 8)
		n1 false (test_time = 20.0027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0550251)
	variant  4195/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 7)
		n1 false (test_time = 19.4141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.042182)
	variant  4196/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 6)
		n1 false (test_time = 19.3631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287061)
	variant  4197/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 5)
		n1 false (test_time = 19.4921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0196669)
	variant  4198/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 4)
		n1 false (test_time = 19.3193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0115521)
	variant  4199/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 3)
		n1 false (test_time = 19.6512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4200/57423 = ?(1,a(8385,8262)) ?(2,a(8385,8261)) ?(3,a(8385,8260)) ?(4,a(8385,8259)) ?(5,a(8385,8258)) ?(6,a(8385,8225)) ?(7,a(8385,8223)) ?(8,a(8385,8220)) ?(9,a(8385,8219)) ?(10,a(8385,8218)) ?(11,a(8385,8217)) ?(12,a(8385,8216)) ?(13,a(8385,8215)) ?(14,a(8385,8214)) ?(15,a(8385,8213)) ?(16,a(8385,8212)) ?(17,a(8385,8179)) ?(18,a(8385,8177)) ?(19,a(8385,8174)) ?(20,a(8385,8173)) ?(21,a(8385,8172)) ?(22,a(8385,8139)) ?(23,a(8385,8137)) ?(24,a(8385,8134)) ?(25,a(8385,8133)) ?(26,a(8385,8132)) ?(27,a(8385,8099)) ?(28,a(8385,8097)) ?(29,a(8385,8094)) ?(30,a(8385,8093)) ?(31,a(8385,8092)) ?(32,a(8385,8059)) ?(33,a(8385,8057)) ?(34,a(8385,8054)) ?(35,a(8385,8022)) ?(36,a(8385,8020)) ?(37,a(8385,8017)) ?(38,a(8385,7985)) ?(39,a(8385,7983)) ?(40,a(8385,7980)) ?(41,a(8385,7979)) ?(42,a(8385,7947)) ?(43,a(8385,7945)) ?(44,a(8385,7940)) ?(45,a(8385,7939)) ?(46,a(8385,7937)) ?(47,a(8385,4493)) ?(48,a(8385,4388)) ?(49,a(8385,4173)) ?(50,a(8385,3694))  (7831 tests, cond 2)
		n1 false (test_time = 19.9309)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 495.164)
search: ww_adaptive: found best (time_taken = 0.450601)
	variant  4201/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 1)
		n1 false (test_time = 19.6382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462968)
	variant  4202/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 50)
		n1 false (test_time = 19.5896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443338)
	variant  4203/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 49)
		n1 false (test_time = 18.834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418526)
	variant  4204/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 48)
		n1 false (test_time = 19.3898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425697)
	variant  4205/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 47)
		n1 false (test_time = 19.902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.474477)
	variant  4206/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 46)
		n1 false (test_time = 19.6699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423198)
	variant  4207/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 45)
		n1 false (test_time = 18.8449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413342)
	variant  4208/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 44)
		n1 false (test_time = 19.0491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379415)
	variant  4209/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 43)
		n1 false (test_time = 19.1106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36544)
	variant  4210/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 42)
		n1 false (test_time = 19.4595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359121)
	variant  4211/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 41)
		n1 false (test_time = 20.2131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369171)
	variant  4212/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 40)
		n1 false (test_time = 20.5278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357303)
	variant  4213/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 39)
		n1 false (test_time = 20.5526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343903)
	variant  4214/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 38)
		n1 false (test_time = 21.0885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360506)
	variant  4215/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 37)
		n1 false (test_time = 20.8745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349269)
	variant  4216/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 36)
		n1 false (test_time = 20.5304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331678)
	variant  4217/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 35)
		n1 false (test_time = 19.3831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296612)
	variant  4218/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 34)
		n1 false (test_time = 19.6677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292096)
	variant  4219/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 33)
		n1 false (test_time = 19.2769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293157)
	variant  4220/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 32)
		n1 false (test_time = 20.1939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285448)
	variant  4221/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 31)
		n1 false (test_time = 19.8186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270201)
	variant  4222/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 30)
		n1 false (test_time = 19.3504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270589)
	variant  4223/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 29)
		n1 false (test_time = 19.3321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236205)
	variant  4224/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 28)
		n1 false (test_time = 19.2162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23455)
	variant  4225/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 27)
		n1 false (test_time = 18.8448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291613)
	variant  4226/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 26)
		n1 false (test_time = 19.5836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212189)
	variant  4227/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 25)
		n1 false (test_time = 19.8001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21811)
	variant  4228/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 24)
		n1 false (test_time = 19.7015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21528)
	variant  4229/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 23)
		n1 false (test_time = 19.9833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184176)
	variant  4230/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 22)
		n1 false (test_time = 18.9861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173267)
	variant  4231/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 21)
		n1 false (test_time = 19.3447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174065)
	variant  4232/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 20)
		n1 false (test_time = 19.24)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156128)
	variant  4233/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 19)
		n1 false (test_time = 19.3909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147345)
	variant  4234/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 18)
		n1 false (test_time = 19.5466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159625)
	variant  4235/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 17)
		n1 false (test_time = 19.8094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141552)
	variant  4236/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 16)
		n1 false (test_time = 19.5784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12011)
	variant  4237/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 15)
		n1 false (test_time = 19.6406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11558)
	variant  4238/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 14)
		n1 false (test_time = 19.3308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102852)
	variant  4239/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 13)
		n1 false (test_time = 19.3874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093349)
	variant  4240/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 12)
		n1 false (test_time = 19.3083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.08512)
	variant  4241/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 11)
		n1 false (test_time = 19.2587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.080833)
	variant  4242/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 10)
		n1 false (test_time = 19.6742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066124)
	variant  4243/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 9)
		n1 false (test_time = 19.8471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.058908)
	variant  4244/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 8)
		n1 false (test_time = 19.1817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047523)
	variant  4245/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 7)
		n1 false (test_time = 19.1591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0414529)
	variant  4246/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 6)
		n1 false (test_time = 19.7035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028774)
	variant  4247/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 5)
		n1 false (test_time = 19.7882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0205548)
	variant  4248/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 4)
		n1 false (test_time = 19.3971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0127368)
	variant  4249/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 3)
		n1 false (test_time = 19.663)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.82149e-06)
	variant  4250/57423 = ?(1,a(8385,3629)) ?(2,a(8385,2688)) ?(3,a(8384,8431)) ?(4,a(8384,8430)) ?(5,a(8384,8429)) ?(6,a(8384,8428)) ?(7,a(8384,8426)) ?(8,a(8384,8425)) ?(9,a(8384,8424)) ?(10,a(8384,8391)) ?(11,a(8384,8389)) ?(12,a(8384,8386)) ?(13,a(8384,8385)) ?(14,a(8384,8384)) ?(15,a(8384,8351)) ?(16,a(8384,8349)) ?(17,a(8384,8346)) ?(18,a(8384,8345)) ?(19,a(8384,8344)) ?(20,a(8384,8343)) ?(21,a(8384,8342)) ?(22,a(8384,8341)) ?(23,a(8384,8340)) ?(24,a(8384,8339)) ?(25,a(8384,8306)) ?(26,a(8384,8304)) ?(27,a(8384,8301)) ?(28,a(8384,8268)) ?(29,a(8384,8266)) ?(30,a(8384,8263)) ?(31,a(8384,8262)) ?(32,a(8384,8261)) ?(33,a(8384,8260)) ?(34,a(8384,8259)) ?(35,a(8384,8258)) ?(36,a(8384,8225)) ?(37,a(8384,8223)) ?(38,a(8384,8220)) ?(39,a(8384,8219)) ?(40,a(8384,8218)) ?(41,a(8384,8217)) ?(42,a(8384,8216)) ?(43,a(8384,8215)) ?(44,a(8384,8214)) ?(45,a(8384,8213)) ?(46,a(8384,8212)) ?(47,a(8384,8179)) ?(48,a(8384,8177)) ?(49,a(8384,8174)) ?(50,a(8384,8173))  (7831 tests, cond 2)
		n1 false (test_time = 19.9506)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 493.808)
search: ww_adaptive: found best (time_taken = 0.460023)
	variant  4251/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 1)
		n1 false (test_time = 19.344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448)
	variant  4252/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 50)
		n1 false (test_time = 19.696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449858)
	variant  4253/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 49)
		n1 false (test_time = 19.5415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446586)
	variant  4254/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 48)
		n1 false (test_time = 19.4484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433991)
	variant  4255/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 47)
		n1 false (test_time = 20.2409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445351)
	variant  4256/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 46)
		n1 false (test_time = 19.7487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413079)
	variant  4257/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 45)
		n1 false (test_time = 19.3969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431538)
	variant  4258/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 44)
		n1 false (test_time = 19.5014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384508)
	variant  4259/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 43)
		n1 false (test_time = 19.2997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36442)
	variant  4260/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 42)
		n1 false (test_time = 19.4534)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374254)
	variant  4261/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 41)
		n1 false (test_time = 19.542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370434)
	variant  4262/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 40)
		n1 false (test_time = 19.2636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3371)
	variant  4263/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 39)
		n1 false (test_time = 19.8468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348932)
	variant  4264/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 38)
		n1 false (test_time = 19.1644)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326426)
	variant  4265/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 37)
		n1 false (test_time = 18.9197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315247)
	variant  4266/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 36)
		n1 false (test_time = 19.4337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329429)
	variant  4267/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 35)
		n1 false (test_time = 19.2425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300564)
	variant  4268/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 34)
		n1 false (test_time = 19.3129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29276)
	variant  4269/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 33)
		n1 false (test_time = 19.4385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280855)
	variant  4270/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 32)
		n1 false (test_time = 20.1824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290169)
	variant  4271/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 31)
		n1 false (test_time = 19.1139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26225)
	variant  4272/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 30)
		n1 false (test_time = 19.6044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269792)
	variant  4273/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 29)
		n1 false (test_time = 19.0667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240376)
	variant  4274/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 28)
		n1 false (test_time = 19.0904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227733)
	variant  4275/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 27)
		n1 false (test_time = 19.1288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225866)
	variant  4276/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 26)
		n1 false (test_time = 19.5242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218371)
	variant  4277/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 25)
		n1 false (test_time = 19.2406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202905)
	variant  4278/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 24)
		n1 false (test_time = 19.6634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21191)
	variant  4279/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 23)
		n1 false (test_time = 19.5806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184442)
	variant  4280/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 22)
		n1 false (test_time = 19.0691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172804)
	variant  4281/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 21)
		n1 false (test_time = 19.2907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165531)
	variant  4282/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 20)
		n1 false (test_time = 19.1893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154245)
	variant  4283/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 19)
		n1 false (test_time = 19.4354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146594)
	variant  4284/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 18)
		n1 false (test_time = 19.6428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146049)
	variant  4285/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 17)
		n1 false (test_time = 19.6096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147324)
	variant  4286/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 16)
		n1 false (test_time = 19.3448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120031)
	variant  4287/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 15)
		n1 false (test_time = 19.3109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109385)
	variant  4288/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 14)
		n1 false (test_time = 19.0075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102663)
	variant  4289/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 13)
		n1 false (test_time = 19.5215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0932419)
	variant  4290/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 12)
		n1 false (test_time = 19.54)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0907149)
	variant  4291/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 11)
		n1 false (test_time = 19.1377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0745771)
	variant  4292/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 10)
		n1 false (test_time = 19.3453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0657492)
	variant  4293/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 9)
		n1 false (test_time = 19.3305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0658371)
	variant  4294/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 8)
		n1 false (test_time = 19.4883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0476601)
	variant  4295/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 7)
		n1 false (test_time = 19.4414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0437)
	variant  4296/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 6)
		n1 false (test_time = 19.0272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028337)
	variant  4297/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 5)
		n1 false (test_time = 19.2193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019146)
	variant  4298/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 4)
		n1 false (test_time = 19.3686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0101509)
	variant  4299/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 3)
		n1 false (test_time = 19.5226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.82149e-06)
	variant  4300/57423 = ?(1,a(8384,8172)) ?(2,a(8384,8139)) ?(3,a(8384,8137)) ?(4,a(8384,8134)) ?(5,a(8384,8133)) ?(6,a(8384,8132)) ?(7,a(8384,8099)) ?(8,a(8384,8097)) ?(9,a(8384,8094)) ?(10,a(8384,8093)) ?(11,a(8384,8092)) ?(12,a(8384,8059)) ?(13,a(8384,8057)) ?(14,a(8384,8054)) ?(15,a(8384,8022)) ?(16,a(8384,8020)) ?(17,a(8384,8017)) ?(18,a(8384,7985)) ?(19,a(8384,7983)) ?(20,a(8384,7980)) ?(21,a(8384,7979)) ?(22,a(8384,7947)) ?(23,a(8384,7945)) ?(24,a(8384,7940)) ?(25,a(8384,7939)) ?(26,a(8384,7937)) ?(27,a(8384,4493)) ?(28,a(8384,4388)) ?(29,a(8384,4173)) ?(30,a(8384,3694)) ?(31,a(8384,3629)) ?(32,a(8384,2688)) ?(33,a(8383,8431)) ?(34,a(8383,8430)) ?(35,a(8383,8429)) ?(36,a(8383,8428)) ?(37,a(8383,8426)) ?(38,a(8383,8425)) ?(39,a(8383,8424)) ?(40,a(8383,8423)) ?(41,a(8383,8422)) ?(42,a(8383,8421)) ?(43,a(8383,8420)) ?(44,a(8383,8419)) ?(45,a(8383,8418)) ?(46,a(8383,8417)) ?(47,a(8383,8416)) ?(48,a(8383,8415)) ?(49,a(8383,8414)) ?(50,a(8383,8413))  (7831 tests, cond 2)
		n1 false (test_time = 20.3197)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 493.258)
search: ww_adaptive: found best (time_taken = 0.441893)
	variant  4301/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 1)
		n1 false (test_time = 19.8367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.474903)
	variant  4302/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 50)
		n1 false (test_time = 19.5328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441673)
	variant  4303/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 49)
		n1 false (test_time = 19.1823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433395)
	variant  4304/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 48)
		n1 false (test_time = 19.6537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424181)
	variant  4305/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 47)
		n1 false (test_time = 20.3204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436022)
	variant  4306/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 46)
		n1 false (test_time = 19.7067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41382)
	variant  4307/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 45)
		n1 false (test_time = 19.3026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410262)
	variant  4308/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 44)
		n1 false (test_time = 19.486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378597)
	variant  4309/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 43)
		n1 false (test_time = 19.3468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369182)
	variant  4310/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 42)
		n1 false (test_time = 19.4013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37768)
	variant  4311/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 41)
		n1 false (test_time = 19.3018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352328)
	variant  4312/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 40)
		n1 false (test_time = 19.2369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338262)
	variant  4313/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 39)
		n1 false (test_time = 19.6656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340996)
	variant  4314/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 38)
		n1 false (test_time = 19.643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320843)
	variant  4315/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 37)
		n1 false (test_time = 19.2476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325488)
	variant  4316/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 36)
		n1 false (test_time = 19.2729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33319)
	variant  4317/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 35)
		n1 false (test_time = 19.4651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29411)
	variant  4318/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 34)
		n1 false (test_time = 19.4116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289064)
	variant  4319/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 33)
		n1 false (test_time = 19.6732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303054)
	variant  4320/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 32)
		n1 false (test_time = 20.8611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30885)
	variant  4321/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 31)
		n1 false (test_time = 19.4217)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254793)
	variant  4322/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 30)
		n1 false (test_time = 19.6276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270554)
	variant  4323/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 29)
		n1 false (test_time = 19.4974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248858)
	variant  4324/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 28)
		n1 false (test_time = 19.6127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233714)
	variant  4325/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 27)
		n1 false (test_time = 19.6048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223893)
	variant  4326/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 26)
		n1 false (test_time = 19.6225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219302)
	variant  4327/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 25)
		n1 false (test_time = 19.152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214058)
	variant  4328/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 24)
		n1 false (test_time = 19.9364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199721)
	variant  4329/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 23)
		n1 false (test_time = 19.0845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186692)
	variant  4330/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 22)
		n1 false (test_time = 19.0373)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1805)
	variant  4331/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 21)
		n1 false (test_time = 19.582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178876)
	variant  4332/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 20)
		n1 false (test_time = 19.3765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158013)
	variant  4333/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 19)
		n1 false (test_time = 19.5049)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162914)
	variant  4334/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 18)
		n1 false (test_time = 19.9954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153673)
	variant  4335/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 17)
		n1 false (test_time = 19.8057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139163)
	variant  4336/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 16)
		n1 false (test_time = 19.5549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126848)
	variant  4337/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 15)
		n1 false (test_time = 19.7451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115731)
	variant  4338/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 14)
		n1 false (test_time = 19.6308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104451)
	variant  4339/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 13)
		n1 false (test_time = 19.3178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0966601)
	variant  4340/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 12)
		n1 false (test_time = 19.987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0888069)
	variant  4341/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 11)
		n1 false (test_time = 19.769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.079915)
	variant  4342/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 10)
		n1 false (test_time = 19.7048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.071732)
	variant  4343/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 9)
		n1 false (test_time = 20.4182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0570681)
	variant  4344/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 8)
		n1 false (test_time = 19.5828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.049505)
	variant  4345/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 7)
		n1 false (test_time = 19.4315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0405819)
	variant  4346/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 6)
		n1 false (test_time = 19.7082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0288301)
	variant  4347/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 5)
		n1 false (test_time = 19.3405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02212)
	variant  4348/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 4)
		n1 false (test_time = 19.8101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010473)
	variant  4349/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 3)
		n1 false (test_time = 19.9889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4350/57423 = ?(1,a(8383,8412)) ?(2,a(8383,8411)) ?(3,a(8383,8410)) ?(4,a(8383,8409)) ?(5,a(8383,8408)) ?(6,a(8383,8407)) ?(7,a(8383,8406)) ?(8,a(8383,8405)) ?(9,a(8383,8404)) ?(10,a(8383,8403)) ?(11,a(8383,8402)) ?(12,a(8383,8401)) ?(13,a(8383,8400)) ?(14,a(8383,8399)) ?(15,a(8383,8398)) ?(16,a(8383,8397)) ?(17,a(8383,8395)) ?(18,a(8383,8394)) ?(19,a(8383,8393)) ?(20,a(8383,8392)) ?(21,a(8383,8391)) ?(22,a(8383,8390)) ?(23,a(8383,8389)) ?(24,a(8383,8386)) ?(25,a(8383,8385)) ?(26,a(8383,8384)) ?(27,a(8383,8382)) ?(28,a(8383,8356)) ?(29,a(8383,8352)) ?(30,a(8383,8351)) ?(31,a(8383,8350)) ?(32,a(8383,8349)) ?(33,a(8383,8346)) ?(34,a(8383,8345)) ?(35,a(8383,8344)) ?(36,a(8383,8343)) ?(37,a(8383,8342)) ?(38,a(8383,8341)) ?(39,a(8383,8340)) ?(40,a(8383,8339)) ?(41,a(8383,8337)) ?(42,a(8383,8307)) ?(43,a(8383,8306)) ?(44,a(8383,8305)) ?(45,a(8383,8304)) ?(46,a(8383,8301)) ?(47,a(8383,8299)) ?(48,a(8383,8269)) ?(49,a(8383,8268)) ?(50,a(8383,8267))  (7831 tests, cond 2)
		n1 false (test_time = 19.8073)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 493.234)
search: ww_adaptive: found best (time_taken = 0.450449)
	variant  4351/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 1)
		n1 false (test_time = 19.9206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.465238)
	variant  4352/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 50)
		n1 false (test_time = 19.2208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438001)
	variant  4353/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 49)
		n1 false (test_time = 19.9985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413965)
	variant  4354/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 48)
		n1 false (test_time = 19.8087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423999)
	variant  4355/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 47)
		n1 false (test_time = 20.1574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418948)
	variant  4356/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 46)
		n1 false (test_time = 19.9481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404145)
	variant  4357/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 45)
		n1 false (test_time = 19.5846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395532)
	variant  4358/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 44)
		n1 false (test_time = 19.4986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383982)
	variant  4359/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 43)
		n1 false (test_time = 19.2733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383651)
	variant  4360/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 42)
		n1 false (test_time = 19.9439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379385)
	variant  4361/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 41)
		n1 false (test_time = 19.3669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35504)
	variant  4362/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 40)
		n1 false (test_time = 19.3377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333421)
	variant  4363/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 39)
		n1 false (test_time = 20.2877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346908)
	variant  4364/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 38)
		n1 false (test_time = 19.8916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343621)
	variant  4365/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 37)
		n1 false (test_time = 19.9334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319357)
	variant  4366/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 36)
		n1 false (test_time = 19.9323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300634)
	variant  4367/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 35)
		n1 false (test_time = 19.3623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29591)
	variant  4368/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 34)
		n1 false (test_time = 19.2625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284352)
	variant  4369/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 33)
		n1 false (test_time = 19.9549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298492)
	variant  4370/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 32)
		n1 false (test_time = 19.578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277456)
	variant  4371/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 31)
		n1 false (test_time = 19.1771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25541)
	variant  4372/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 30)
		n1 false (test_time = 19.4555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247985)
	variant  4373/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 29)
		n1 false (test_time = 19.4881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252149)
	variant  4374/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 28)
		n1 false (test_time = 19.0329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238457)
	variant  4375/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 27)
		n1 false (test_time = 19.2368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219477)
	variant  4376/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 26)
		n1 false (test_time = 19.3076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207359)
	variant  4377/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 25)
		n1 false (test_time = 19.2648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199769)
	variant  4378/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 24)
		n1 false (test_time = 20.1691)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194966)
	variant  4379/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 23)
		n1 false (test_time = 19.799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19249)
	variant  4380/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 22)
		n1 false (test_time = 19.2715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171035)
	variant  4381/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 21)
		n1 false (test_time = 20.113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173919)
	variant  4382/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 20)
		n1 false (test_time = 19.0187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159869)
	variant  4383/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 19)
		n1 false (test_time = 19.0564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153433)
	variant  4384/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 18)
		n1 false (test_time = 20.3535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153791)
	variant  4385/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 17)
		n1 false (test_time = 20.2468)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134534)
	variant  4386/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 16)
		n1 false (test_time = 19.3331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129353)
	variant  4387/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 15)
		n1 false (test_time = 19.3925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112261)
	variant  4388/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 14)
		n1 false (test_time = 19.278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103965)
	variant  4389/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 13)
		n1 false (test_time = 19.2524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102551)
	variant  4390/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 12)
		n1 false (test_time = 19.261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0828199)
	variant  4391/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 11)
		n1 false (test_time = 19.5968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.086113)
	variant  4392/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 10)
		n1 false (test_time = 19.3611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0875099)
	variant  4393/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 9)
		n1 false (test_time = 19.4495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0564289)
	variant  4394/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 8)
		n1 false (test_time = 19.4182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047672)
	variant  4395/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 7)
		n1 false (test_time = 19.7969)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0425971)
	variant  4396/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 6)
		n1 false (test_time = 19.5702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0285652)
	variant  4397/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 5)
		n1 false (test_time = 19.4194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0214889)
	variant  4398/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 4)
		n1 false (test_time = 20.0174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.015589)
	variant  4399/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 3)
		n1 false (test_time = 19.8312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.3113e-05)
	variant  4400/57423 = ?(1,a(8383,8266)) ?(2,a(8383,8263)) ?(3,a(8383,8262)) ?(4,a(8383,8261)) ?(5,a(8383,8260)) ?(6,a(8383,8259)) ?(7,a(8383,8258)) ?(8,a(8383,8256)) ?(9,a(8383,8226)) ?(10,a(8383,8225)) ?(11,a(8383,8224)) ?(12,a(8383,8223)) ?(13,a(8383,8220)) ?(14,a(8383,8219)) ?(15,a(8383,8218)) ?(16,a(8383,8217)) ?(17,a(8383,8216)) ?(18,a(8383,8215)) ?(19,a(8383,8214)) ?(20,a(8383,8213)) ?(21,a(8383,8212)) ?(22,a(8383,8210)) ?(23,a(8383,8180)) ?(24,a(8383,8179)) ?(25,a(8383,8178)) ?(26,a(8383,8177)) ?(27,a(8383,8174)) ?(28,a(8383,8173)) ?(29,a(8383,8172)) ?(30,a(8383,8170)) ?(31,a(8383,8140)) ?(32,a(8383,8139)) ?(33,a(8383,8138)) ?(34,a(8383,8137)) ?(35,a(8383,8134)) ?(36,a(8383,8133)) ?(37,a(8383,8132)) ?(38,a(8383,8130)) ?(39,a(8383,8100)) ?(40,a(8383,8099)) ?(41,a(8383,8098)) ?(42,a(8383,8097)) ?(43,a(8383,8094)) ?(44,a(8383,8093)) ?(45,a(8383,8092)) ?(46,a(8383,8090)) ?(47,a(8383,8060)) ?(48,a(8383,8059)) ?(49,a(8383,8058)) ?(50,a(8383,8057))  (7831 tests, cond 2)
		n1 false (test_time = 19.5218)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 492.228)
search: ww_adaptive: found best (time_taken = 0.444001)
	variant  4401/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.9422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456763)
	variant  4402/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 50)
		n1 false (test_time = 19.2931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44209)
	variant  4403/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 49)
		n1 false (test_time = 19.1039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426907)
	variant  4404/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 48)
		n1 false (test_time = 19.6611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44476)
	variant  4405/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 47)
		n1 false (test_time = 19.4409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407266)
	variant  4406/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 46)
		n1 false (test_time = 19.3316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38857)
	variant  4407/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.6037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377744)
	variant  4408/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 44)
		n1 false (test_time = 19.3657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386213)
	variant  4409/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 43)
		n1 false (test_time = 19.307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381667)
	variant  4410/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 42)
		n1 false (test_time = 19.4741)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35525)
	variant  4411/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 41)
		n1 false (test_time = 19.3563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365)
	variant  4412/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 40)
		n1 false (test_time = 19.2816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34598)
	variant  4413/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 39)
		n1 false (test_time = 19.3106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339214)
	variant  4414/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 38)
		n1 false (test_time = 18.9549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324953)
	variant  4415/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 37)
		n1 false (test_time = 18.9162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325443)
	variant  4416/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 36)
		n1 false (test_time = 19.2728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303838)
	variant  4417/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 35)
		n1 false (test_time = 19.1921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290108)
	variant  4418/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 34)
		n1 false (test_time = 18.8252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283802)
	variant  4419/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 33)
		n1 false (test_time = 19.6608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274173)
	variant  4420/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 32)
		n1 false (test_time = 19.8772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268116)
	variant  4421/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 31)
		n1 false (test_time = 19.5848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272962)
	variant  4422/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.5967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252031)
	variant  4423/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 29)
		n1 false (test_time = 19.2277)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242266)
	variant  4424/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 28)
		n1 false (test_time = 19.9943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255627)
	variant  4425/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 27)
		n1 false (test_time = 19.3357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226173)
	variant  4426/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 26)
		n1 false (test_time = 18.9186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214811)
	variant  4427/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 25)
		n1 false (test_time = 19.0466)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201858)
	variant  4428/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.5822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194429)
	variant  4429/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 23)
		n1 false (test_time = 19.353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188343)
	variant  4430/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 22)
		n1 false (test_time = 19.9976)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183655)
	variant  4431/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.7779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170102)
	variant  4432/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 20)
		n1 false (test_time = 19.5674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167403)
	variant  4433/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 19)
		n1 false (test_time = 19.6281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160483)
	variant  4434/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.798)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143407)
	variant  4435/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 17)
		n1 false (test_time = 19.494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128994)
	variant  4436/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 16)
		n1 false (test_time = 19.2817)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128218)
	variant  4437/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.3875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111239)
	variant  4438/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 14)
		n1 false (test_time = 19.6443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103501)
	variant  4439/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 13)
		n1 false (test_time = 19.7615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109544)
	variant  4440/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 12)
		n1 false (test_time = 19.3531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083024)
	variant  4441/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 11)
		n1 false (test_time = 19.3438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0722001)
	variant  4442/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 10)
		n1 false (test_time = 19.4599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0697291)
	variant  4443/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 9)
		n1 false (test_time = 20.3683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.060518)
	variant  4444/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.6799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0498531)
	variant  4445/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 7)
		n1 false (test_time = 19.3365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0381472)
	variant  4446/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.3781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0307019)
	variant  4447/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 5)
		n1 false (test_time = 19.3427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0203979)
	variant  4448/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 4)
		n1 false (test_time = 19.4974)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0106862)
	variant  4449/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 3)
		n1 false (test_time = 20.1009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  4450/57423 = ?(1,a(8383,8054)) ?(2,a(8383,8053)) ?(3,a(8383,8023)) ?(4,a(8383,8022)) ?(5,a(8383,8021)) ?(6,a(8383,8020)) ?(7,a(8383,8017)) ?(8,a(8383,8016)) ?(9,a(8383,7986)) ?(10,a(8383,7985)) ?(11,a(8383,7984)) ?(12,a(8383,7983)) ?(13,a(8383,7980)) ?(14,a(8383,7979)) ?(15,a(8383,7978)) ?(16,a(8383,7948)) ?(17,a(8383,7947)) ?(18,a(8383,7946)) ?(19,a(8383,7945)) ?(20,a(8383,7940)) ?(21,a(8383,7939)) ?(22,a(8383,7937)) ?(23,a(8383,4493)) ?(24,a(8383,4388)) ?(25,a(8383,4173)) ?(26,a(8383,3694)) ?(27,a(8383,3629)) ?(28,a(8383,2688)) ?(29,a(8382,8431)) ?(30,a(8382,8430)) ?(31,a(8382,8429)) ?(32,a(8382,8428)) ?(33,a(8382,8426)) ?(34,a(8382,8425)) ?(35,a(8382,8424)) ?(36,a(8382,8391)) ?(37,a(8382,8389)) ?(38,a(8382,8386)) ?(39,a(8382,8385)) ?(40,a(8382,8384)) ?(41,a(8382,8351)) ?(42,a(8382,8349)) ?(43,a(8382,8346)) ?(44,a(8382,8345)) ?(45,a(8382,8344)) ?(46,a(8382,8343)) ?(47,a(8382,8342)) ?(48,a(8382,8341)) ?(49,a(8382,8340)) ?(50,a(8382,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.4635)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 490.609)
search: ww_adaptive: found best (time_taken = 0.450266)
	variant  4451/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 1)
		n1 false (test_time = 20.1404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.452942)
	variant  4452/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 50)
		n1 false (test_time = 19.5039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449667)
	variant  4453/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 49)
		n1 false (test_time = 19.3885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442839)
	variant  4454/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 48)
		n1 false (test_time = 20.1251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453557)
	variant  4455/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 47)
		n1 false (test_time = 19.7011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406565)
	variant  4456/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 46)
		n1 false (test_time = 19.4451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39728)
	variant  4457/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 45)
		n1 false (test_time = 19.7797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404765)
	variant  4458/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 44)
		n1 false (test_time = 19.4448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376549)
	variant  4459/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 43)
		n1 false (test_time = 19.1467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372197)
	variant  4460/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 42)
		n1 false (test_time = 19.5472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360079)
	variant  4461/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 41)
		n1 false (test_time = 19.2896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345583)
	variant  4462/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 40)
		n1 false (test_time = 19.4044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339381)
	variant  4463/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 39)
		n1 false (test_time = 20.0362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332986)
	variant  4464/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 38)
		n1 false (test_time = 19.4549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343406)
	variant  4465/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19.3072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33317)
	variant  4466/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 36)
		n1 false (test_time = 19.2665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304809)
	variant  4467/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 35)
		n1 false (test_time = 19.2822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304306)
	variant  4468/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 34)
		n1 false (test_time = 19.2668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296345)
	variant  4469/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 33)
		n1 false (test_time = 19.8098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280669)
	variant  4470/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 32)
		n1 false (test_time = 19.6949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265657)
	variant  4471/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 31)
		n1 false (test_time = 18.9824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262064)
	variant  4472/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 30)
		n1 false (test_time = 19.3111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25104)
	variant  4473/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 29)
		n1 false (test_time = 19.2786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237945)
	variant  4474/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.2308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239804)
	variant  4475/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 27)
		n1 false (test_time = 19.2143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220151)
	variant  4476/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 26)
		n1 false (test_time = 19.6815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220457)
	variant  4477/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 25)
		n1 false (test_time = 19.3363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221411)
	variant  4478/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 24)
		n1 false (test_time = 19.8523)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197497)
	variant  4479/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 23)
		n1 false (test_time = 19.4256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183024)
	variant  4480/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 22)
		n1 false (test_time = 19.4883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188479)
	variant  4481/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 21)
		n1 false (test_time = 19.0593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163155)
	variant  4482/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 20)
		n1 false (test_time = 19.0448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159426)
	variant  4483/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 19)
		n1 false (test_time = 19.6395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157718)
	variant  4484/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 18)
		n1 false (test_time = 20.0187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146993)
	variant  4485/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 17)
		n1 false (test_time = 19.7953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131106)
	variant  4486/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 16)
		n1 false (test_time = 19.5669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1252)
	variant  4487/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 15)
		n1 false (test_time = 19.2361)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110135)
	variant  4488/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 14)
		n1 false (test_time = 19.4585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100268)
	variant  4489/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.2984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0982521)
	variant  4490/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 12)
		n1 false (test_time = 19.2973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0823419)
	variant  4491/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 11)
		n1 false (test_time = 19.1308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0733809)
	variant  4492/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 10)
		n1 false (test_time = 19.6236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0690808)
	variant  4493/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 9)
		n1 false (test_time = 19.1484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0563769)
	variant  4494/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 8)
		n1 false (test_time = 19.3307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0543928)
	variant  4495/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 7)
		n1 false (test_time = 19.3545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039176)
	variant  4496/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 6)
		n1 false (test_time = 19.5203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0303209)
	variant  4497/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 5)
		n1 false (test_time = 19.7802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0198412)
	variant  4498/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 4)
		n1 false (test_time = 19.6882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0103922)
	variant  4499/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 3)
		n1 false (test_time = 19.9096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.000118971)
	variant  4500/57423 = ?(1,a(8382,8306)) ?(2,a(8382,8304)) ?(3,a(8382,8301)) ?(4,a(8382,8268)) ?(5,a(8382,8266)) ?(6,a(8382,8263)) ?(7,a(8382,8262)) ?(8,a(8382,8261)) ?(9,a(8382,8260)) ?(10,a(8382,8259)) ?(11,a(8382,8258)) ?(12,a(8382,8225)) ?(13,a(8382,8223)) ?(14,a(8382,8220)) ?(15,a(8382,8219)) ?(16,a(8382,8218)) ?(17,a(8382,8217)) ?(18,a(8382,8216)) ?(19,a(8382,8215)) ?(20,a(8382,8214)) ?(21,a(8382,8213)) ?(22,a(8382,8212)) ?(23,a(8382,8179)) ?(24,a(8382,8177)) ?(25,a(8382,8174)) ?(26,a(8382,8173)) ?(27,a(8382,8172)) ?(28,a(8382,8139)) ?(29,a(8382,8137)) ?(30,a(8382,8134)) ?(31,a(8382,8133)) ?(32,a(8382,8132)) ?(33,a(8382,8099)) ?(34,a(8382,8097)) ?(35,a(8382,8094)) ?(36,a(8382,8093)) ?(37,a(8382,8092)) ?(38,a(8382,8059)) ?(39,a(8382,8057)) ?(40,a(8382,8054)) ?(41,a(8382,8022)) ?(42,a(8382,8020)) ?(43,a(8382,8017)) ?(44,a(8382,7985)) ?(45,a(8382,7983)) ?(46,a(8382,7980)) ?(47,a(8382,7979)) ?(48,a(8382,7947)) ?(49,a(8382,7945)) ?(50,a(8382,7940))  (7831 tests, cond 2)
		n1 false (test_time = 19.4945)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 490.76)
search: ww_adaptive: found best (time_taken = 0.452931)
	variant  4501/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 1)
		n1 false (test_time = 20.2776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449644)
	variant  4502/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 50)
		n1 false (test_time = 19.3072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.45372)
	variant  4503/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 49)
		n1 false (test_time = 19.257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434537)
	variant  4504/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 48)
		n1 false (test_time = 19.9657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419476)
	variant  4505/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 47)
		n1 false (test_time = 19.8226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413272)
	variant  4506/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 46)
		n1 false (test_time = 19.0587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390924)
	variant  4507/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 45)
		n1 false (test_time = 19.6418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417135)
	variant  4508/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 44)
		n1 false (test_time = 19.2078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376914)
	variant  4509/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 43)
		n1 false (test_time = 19.4073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367006)
	variant  4510/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 42)
		n1 false (test_time = 19.5956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368105)
	variant  4511/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 41)
		n1 false (test_time = 19.2775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355673)
	variant  4512/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 40)
		n1 false (test_time = 19.2706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33933)
	variant  4513/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 39)
		n1 false (test_time = 19.8479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329475)
	variant  4514/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 38)
		n1 false (test_time = 19.3586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339214)
	variant  4515/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 37)
		n1 false (test_time = 19.2823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311407)
	variant  4516/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 36)
		n1 false (test_time = 19.8014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316513)
	variant  4517/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 35)
		n1 false (test_time = 19.695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314332)
	variant  4518/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 34)
		n1 false (test_time = 19.4184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305387)
	variant  4519/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 33)
		n1 false (test_time = 20.1316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284645)
	variant  4520/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 32)
		n1 false (test_time = 19.6038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268929)
	variant  4521/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 31)
		n1 false (test_time = 19.5315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269686)
	variant  4522/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 30)
		n1 false (test_time = 19.3141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254423)
	variant  4523/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 29)
		n1 false (test_time = 19.488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246133)
	variant  4524/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 28)
		n1 false (test_time = 19.6633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265508)
	variant  4525/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 27)
		n1 false (test_time = 19.9171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2235)
	variant  4526/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.7639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225083)
	variant  4527/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 25)
		n1 false (test_time = 20.4403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223243)
	variant  4528/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 24)
		n1 false (test_time = 19.6033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201515)
	variant  4529/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 23)
		n1 false (test_time = 19.6121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20032)
	variant  4530/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 22)
		n1 false (test_time = 19.6428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178356)
	variant  4531/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 21)
		n1 false (test_time = 19.4585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182754)
	variant  4532/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 20)
		n1 false (test_time = 19.4592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157268)
	variant  4533/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 19)
		n1 false (test_time = 19.3683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168376)
	variant  4534/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 18)
		n1 false (test_time = 20.0144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147275)
	variant  4535/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 17)
		n1 false (test_time = 18.9946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130068)
	variant  4536/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 16)
		n1 false (test_time = 19.4904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124241)
	variant  4537/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.6135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11461)
	variant  4538/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 14)
		n1 false (test_time = 19.0766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109642)
	variant  4539/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 13)
		n1 false (test_time = 18.9873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0954061)
	variant  4540/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 12)
		n1 false (test_time = 20.1616)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.086925)
	variant  4541/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 11)
		n1 false (test_time = 19.7773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0748401)
	variant  4542/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 10)
		n1 false (test_time = 19.6624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.071326)
	variant  4543/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 9)
		n1 false (test_time = 19.5634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05793)
	variant  4544/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 8)
		n1 false (test_time = 19.7169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0484309)
	variant  4545/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 7)
		n1 false (test_time = 19.3055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048085)
	variant  4546/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 6)
		n1 false (test_time = 19.2212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0291271)
	variant  4547/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 5)
		n1 false (test_time = 19.4811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019675)
	variant  4548/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 4)
		n1 false (test_time = 19.5065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0106521)
	variant  4549/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 3)
		n1 false (test_time = 19.6107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4550/57423 = ?(1,a(8382,7939)) ?(2,a(8382,7937)) ?(3,a(8382,4493)) ?(4,a(8382,4388)) ?(5,a(8382,4173)) ?(6,a(8382,3694)) ?(7,a(8382,3629)) ?(8,a(8382,2688)) ?(9,a(8381,8431)) ?(10,a(8381,8430)) ?(11,a(8381,8429)) ?(12,a(8381,8428)) ?(13,a(8381,8426)) ?(14,a(8381,8425)) ?(15,a(8381,8424)) ?(16,a(8381,8391)) ?(17,a(8381,8389)) ?(18,a(8381,8386)) ?(19,a(8381,8385)) ?(20,a(8381,8384)) ?(21,a(8381,8351)) ?(22,a(8381,8349)) ?(23,a(8381,8346)) ?(24,a(8381,8345)) ?(25,a(8381,8344)) ?(26,a(8381,8343)) ?(27,a(8381,8342)) ?(28,a(8381,8341)) ?(29,a(8381,8340)) ?(30,a(8381,8339)) ?(31,a(8381,8306)) ?(32,a(8381,8304)) ?(33,a(8381,8301)) ?(34,a(8381,8268)) ?(35,a(8381,8266)) ?(36,a(8381,8263)) ?(37,a(8381,8262)) ?(38,a(8381,8261)) ?(39,a(8381,8260)) ?(40,a(8381,8259)) ?(41,a(8381,8258)) ?(42,a(8381,8225)) ?(43,a(8381,8223)) ?(44,a(8381,8220)) ?(45,a(8381,8219)) ?(46,a(8381,8218)) ?(47,a(8381,8217)) ?(48,a(8381,8216)) ?(49,a(8381,8215)) ?(50,a(8381,8214))  (7831 tests, cond 2)
		n1 false (test_time = 19.7449)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 491.133)
search: ww_adaptive: found best (time_taken = 0.445643)
	variant  4551/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.9045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.452967)
	variant  4552/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 50)
		n1 false (test_time = 19.6546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449191)
	variant  4553/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 49)
		n1 false (test_time = 19.1444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.454729)
	variant  4554/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 48)
		n1 false (test_time = 19.757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.442037)
	variant  4555/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 47)
		n1 false (test_time = 19.4709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410147)
	variant  4556/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 46)
		n1 false (test_time = 19.8501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412412)
	variant  4557/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 45)
		n1 false (test_time = 19.516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407549)
	variant  4558/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 44)
		n1 false (test_time = 19.1246)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38624)
	variant  4559/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 43)
		n1 false (test_time = 19.3654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370223)
	variant  4560/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 42)
		n1 false (test_time = 19.3986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384144)
	variant  4561/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 41)
		n1 false (test_time = 19.4401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349715)
	variant  4562/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 40)
		n1 false (test_time = 19.8702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343701)
	variant  4563/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 39)
		n1 false (test_time = 19.552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333259)
	variant  4564/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 38)
		n1 false (test_time = 19.3357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322819)
	variant  4565/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 37)
		n1 false (test_time = 19.1733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311522)
	variant  4566/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 36)
		n1 false (test_time = 19.0804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306024)
	variant  4567/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 35)
		n1 false (test_time = 18.9922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301826)
	variant  4568/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 34)
		n1 false (test_time = 20.1074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313563)
	variant  4569/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 33)
		n1 false (test_time = 19.9429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286255)
	variant  4570/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 32)
		n1 false (test_time = 19.893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280702)
	variant  4571/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 31)
		n1 false (test_time = 19.4685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269001)
	variant  4572/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 30)
		n1 false (test_time = 19.63)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247316)
	variant  4573/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 29)
		n1 false (test_time = 19.9994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242194)
	variant  4574/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 28)
		n1 false (test_time = 19.4707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260009)
	variant  4575/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 27)
		n1 false (test_time = 19.3547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21909)
	variant  4576/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 26)
		n1 false (test_time = 19.4621)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218628)
	variant  4577/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 25)
		n1 false (test_time = 20.1359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230009)
	variant  4578/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 24)
		n1 false (test_time = 19.6765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196164)
	variant  4579/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 23)
		n1 false (test_time = 19.442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191226)
	variant  4580/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 22)
		n1 false (test_time = 19.5104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20231)
	variant  4581/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 21)
		n1 false (test_time = 19.4542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175605)
	variant  4582/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 20)
		n1 false (test_time = 19.1686)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157554)
	variant  4583/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 19)
		n1 false (test_time = 19.545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148951)
	variant  4584/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 18)
		n1 false (test_time = 20.1271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147745)
	variant  4585/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 17)
		n1 false (test_time = 19.0868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128527)
	variant  4586/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 16)
		n1 false (test_time = 19.4471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119948)
	variant  4587/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 15)
		n1 false (test_time = 19.1464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110018)
	variant  4588/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 14)
		n1 false (test_time = 20.307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.106895)
	variant  4589/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 13)
		n1 false (test_time = 19.9068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0921021)
	variant  4590/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 12)
		n1 false (test_time = 19.3364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081183)
	variant  4591/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 11)
		n1 false (test_time = 19.2321)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.075428)
	variant  4592/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 10)
		n1 false (test_time = 20.0569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0666728)
	variant  4593/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 9)
		n1 false (test_time = 19.3928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0549841)
	variant  4594/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 8)
		n1 false (test_time = 19.536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0490599)
	variant  4595/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 7)
		n1 false (test_time = 19.9589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0443902)
	variant  4596/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 6)
		n1 false (test_time = 19.3225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02843)
	variant  4597/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 5)
		n1 false (test_time = 19.1323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019829)
	variant  4598/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 4)
		n1 false (test_time = 20.0379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0106759)
	variant  4599/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 3)
		n1 false (test_time = 20.0417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.81198e-05)
	variant  4600/57423 = ?(1,a(8381,8213)) ?(2,a(8381,8212)) ?(3,a(8381,8179)) ?(4,a(8381,8177)) ?(5,a(8381,8174)) ?(6,a(8381,8173)) ?(7,a(8381,8172)) ?(8,a(8381,8139)) ?(9,a(8381,8137)) ?(10,a(8381,8134)) ?(11,a(8381,8133)) ?(12,a(8381,8132)) ?(13,a(8381,8099)) ?(14,a(8381,8097)) ?(15,a(8381,8094)) ?(16,a(8381,8093)) ?(17,a(8381,8092)) ?(18,a(8381,8059)) ?(19,a(8381,8057)) ?(20,a(8381,8054)) ?(21,a(8381,8022)) ?(22,a(8381,8020)) ?(23,a(8381,8017)) ?(24,a(8381,7985)) ?(25,a(8381,7983)) ?(26,a(8381,7980)) ?(27,a(8381,7979)) ?(28,a(8381,7947)) ?(29,a(8381,7945)) ?(30,a(8381,7940)) ?(31,a(8381,7939)) ?(32,a(8381,7937)) ?(33,a(8381,4493)) ?(34,a(8381,4388)) ?(35,a(8381,4173)) ?(36,a(8381,3694)) ?(37,a(8381,3629)) ?(38,a(8381,2688)) ?(39,a(8380,8431)) ?(40,a(8380,8430)) ?(41,a(8380,8429)) ?(42,a(8380,8428)) ?(43,a(8380,8426)) ?(44,a(8380,8425)) ?(45,a(8380,8424)) ?(46,a(8380,8391)) ?(47,a(8380,8389)) ?(48,a(8380,8386)) ?(49,a(8380,8385)) ?(50,a(8380,8384))  (7831 tests, cond 2)
		n1 false (test_time = 19.4271)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 489.12)
search: ww_adaptive: found best (time_taken = 0.460057)
	variant  4601/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 1)
		n1 false (test_time = 20.2353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437589)
	variant  4602/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.1499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435429)
	variant  4603/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 49)
		n1 false (test_time = 19.4398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464699)
	variant  4604/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 48)
		n1 false (test_time = 19.8206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462298)
	variant  4605/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 47)
		n1 false (test_time = 19.6746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401745)
	variant  4606/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 46)
		n1 false (test_time = 19.4098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437511)
	variant  4607/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 45)
		n1 false (test_time = 19.0513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389148)
	variant  4608/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 44)
		n1 false (test_time = 19.3652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395423)
	variant  4609/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 43)
		n1 false (test_time = 19.5542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383275)
	variant  4610/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 42)
		n1 false (test_time = 19.4886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382812)
	variant  4611/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 41)
		n1 false (test_time = 18.9588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357613)
	variant  4612/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 40)
		n1 false (test_time = 19.6026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374275)
	variant  4613/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 39)
		n1 false (test_time = 19.4795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329692)
	variant  4614/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 38)
		n1 false (test_time = 19.4387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352117)
	variant  4615/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 37)
		n1 false (test_time = 19.5803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334817)
	variant  4616/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 36)
		n1 false (test_time = 19.5743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325519)
	variant  4617/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 35)
		n1 false (test_time = 18.9416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301167)
	variant  4618/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 34)
		n1 false (test_time = 20.0353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321312)
	variant  4619/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 33)
		n1 false (test_time = 20.0835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275392)
	variant  4620/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 32)
		n1 false (test_time = 19.4544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267664)
	variant  4621/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 31)
		n1 false (test_time = 19.0795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284656)
	variant  4622/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 30)
		n1 false (test_time = 18.9456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24498)
	variant  4623/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 29)
		n1 false (test_time = 19.12)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233229)
	variant  4624/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 28)
		n1 false (test_time = 19.5197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237766)
	variant  4625/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 27)
		n1 false (test_time = 19.5537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237034)
	variant  4626/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 26)
		n1 false (test_time = 19.3305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21238)
	variant  4627/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 25)
		n1 false (test_time = 19.6524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203782)
	variant  4628/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 24)
		n1 false (test_time = 19.1527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19551)
	variant  4629/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 23)
		n1 false (test_time = 19.2303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183491)
	variant  4630/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 22)
		n1 false (test_time = 19.7223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187313)
	variant  4631/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 21)
		n1 false (test_time = 19.1762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163927)
	variant  4632/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 20)
		n1 false (test_time = 19.2844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156021)
	variant  4633/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 19)
		n1 false (test_time = 19.9132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161263)
	variant  4634/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 18)
		n1 false (test_time = 20.1801)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151619)
	variant  4635/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 17)
		n1 false (test_time = 19.4114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131772)
	variant  4636/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 16)
		n1 false (test_time = 19.4865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119796)
	variant  4637/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 15)
		n1 false (test_time = 19.4479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117981)
	variant  4638/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 14)
		n1 false (test_time = 19.4014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108406)
	variant  4639/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 13)
		n1 false (test_time = 19.5878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0977778)
	variant  4640/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 12)
		n1 false (test_time = 19.4418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0876222)
	variant  4641/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 11)
		n1 false (test_time = 19.3517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.073627)
	variant  4642/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 10)
		n1 false (test_time = 19.7882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.07337)
	variant  4643/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 9)
		n1 false (test_time = 19.4528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0573962)
	variant  4644/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 8)
		n1 false (test_time = 19.172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0461662)
	variant  4645/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 7)
		n1 false (test_time = 19.3267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0386109)
	variant  4646/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 6)
		n1 false (test_time = 19.48)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030823)
	variant  4647/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 5)
		n1 false (test_time = 19.3494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190911)
	variant  4648/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 4)
		n1 false (test_time = 19.7184)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0116651)
	variant  4649/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 3)
		n1 false (test_time = 19.876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.88486e-05)
	variant  4650/57423 = ?(1,a(8380,8351)) ?(2,a(8380,8349)) ?(3,a(8380,8346)) ?(4,a(8380,8345)) ?(5,a(8380,8344)) ?(6,a(8380,8343)) ?(7,a(8380,8342)) ?(8,a(8380,8341)) ?(9,a(8380,8340)) ?(10,a(8380,8339)) ?(11,a(8380,8306)) ?(12,a(8380,8304)) ?(13,a(8380,8301)) ?(14,a(8380,8268)) ?(15,a(8380,8266)) ?(16,a(8380,8263)) ?(17,a(8380,8262)) ?(18,a(8380,8261)) ?(19,a(8380,8260)) ?(20,a(8380,8259)) ?(21,a(8380,8258)) ?(22,a(8380,8225)) ?(23,a(8380,8223)) ?(24,a(8380,8220)) ?(25,a(8380,8219)) ?(26,a(8380,8218)) ?(27,a(8380,8217)) ?(28,a(8380,8216)) ?(29,a(8380,8215)) ?(30,a(8380,8214)) ?(31,a(8380,8213)) ?(32,a(8380,8212)) ?(33,a(8380,8179)) ?(34,a(8380,8177)) ?(35,a(8380,8174)) ?(36,a(8380,8173)) ?(37,a(8380,8172)) ?(38,a(8380,8139)) ?(39,a(8380,8137)) ?(40,a(8380,8134)) ?(41,a(8380,8133)) ?(42,a(8380,8132)) ?(43,a(8380,8099)) ?(44,a(8380,8097)) ?(45,a(8380,8094)) ?(46,a(8380,8093)) ?(47,a(8380,8092)) ?(48,a(8380,8059)) ?(49,a(8380,8057)) ?(50,a(8380,8054))  (7831 tests, cond 2)
		n1 false (test_time = 19.2726)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 491.182)
search: ww_adaptive: found best (time_taken = 0.45415)
	variant  4651/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 1)
		n1 false (test_time = 20.1549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451783)
	variant  4652/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 50)
		n1 false (test_time = 19.3679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440494)
	variant  4653/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 49)
		n1 false (test_time = 19.7748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.471712)
	variant  4654/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 48)
		n1 false (test_time = 19.697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.45587)
	variant  4655/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 47)
		n1 false (test_time = 19.3135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400281)
	variant  4656/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 46)
		n1 false (test_time = 19.281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391449)
	variant  4657/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 45)
		n1 false (test_time = 19.2007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413447)
	variant  4658/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 44)
		n1 false (test_time = 19.3212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372194)
	variant  4659/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 43)
		n1 false (test_time = 19.4918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371186)
	variant  4660/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 42)
		n1 false (test_time = 19.2371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358698)
	variant  4661/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 41)
		n1 false (test_time = 19.3841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359385)
	variant  4662/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 40)
		n1 false (test_time = 20.0161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35508)
	variant  4663/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 39)
		n1 false (test_time = 19.1633)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332124)
	variant  4664/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 38)
		n1 false (test_time = 18.9886)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327849)
	variant  4665/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 37)
		n1 false (test_time = 19.5212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320623)
	variant  4666/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 36)
		n1 false (test_time = 19.3356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299738)
	variant  4667/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 35)
		n1 false (test_time = 19.3696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306219)
	variant  4668/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 34)
		n1 false (test_time = 20.2132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329057)
	variant  4669/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 33)
		n1 false (test_time = 19.7823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342017)
	variant  4670/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 32)
		n1 false (test_time = 19.3713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264891)
	variant  4671/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 31)
		n1 false (test_time = 19.592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289346)
	variant  4672/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 30)
		n1 false (test_time = 19.4086)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270007)
	variant  4673/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.971)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240509)
	variant  4674/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 28)
		n1 false (test_time = 19.1253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2281)
	variant  4675/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 27)
		n1 false (test_time = 19.0599)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242853)
	variant  4676/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 26)
		n1 false (test_time = 19.442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214757)
	variant  4677/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 25)
		n1 false (test_time = 20.821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217609)
	variant  4678/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 24)
		n1 false (test_time = 19.4955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197482)
	variant  4679/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 23)
		n1 false (test_time = 18.9251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193657)
	variant  4680/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 22)
		n1 false (test_time = 19.4348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176943)
	variant  4681/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 21)
		n1 false (test_time = 19.2885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164936)
	variant  4682/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 20)
		n1 false (test_time = 19.4693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17242)
	variant  4683/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 19)
		n1 false (test_time = 19.8924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158388)
	variant  4684/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 18)
		n1 false (test_time = 19.9873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14795)
	variant  4685/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 17)
		n1 false (test_time = 19.0903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132775)
	variant  4686/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 16)
		n1 false (test_time = 19.1883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130187)
	variant  4687/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 15)
		n1 false (test_time = 18.973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108659)
	variant  4688/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 14)
		n1 false (test_time = 19.1103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105275)
	variant  4689/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 13)
		n1 false (test_time = 19.2775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099653)
	variant  4690/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 12)
		n1 false (test_time = 19.1966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0848851)
	variant  4691/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 11)
		n1 false (test_time = 19.3678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0774109)
	variant  4692/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 10)
		n1 false (test_time = 19.7112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066747)
	variant  4693/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 9)
		n1 false (test_time = 19.2698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.058619)
	variant  4694/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 8)
		n1 false (test_time = 19.2061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0453029)
	variant  4695/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 7)
		n1 false (test_time = 19.6892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0373359)
	variant  4696/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 6)
		n1 false (test_time = 19.3367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028115)
	variant  4697/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 5)
		n1 false (test_time = 19.2796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195339)
	variant  4698/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 4)
		n1 false (test_time = 19.8855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0108061)
	variant  4699/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 3)
		n1 false (test_time = 19.9547)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  4700/57423 = ?(1,a(8380,8022)) ?(2,a(8380,8020)) ?(3,a(8380,8017)) ?(4,a(8380,7985)) ?(5,a(8380,7983)) ?(6,a(8380,7980)) ?(7,a(8380,7979)) ?(8,a(8380,7947)) ?(9,a(8380,7945)) ?(10,a(8380,7940)) ?(11,a(8380,7939)) ?(12,a(8380,7937)) ?(13,a(8380,4493)) ?(14,a(8380,4388)) ?(15,a(8380,4173)) ?(16,a(8380,3694)) ?(17,a(8380,3629)) ?(18,a(8380,2688)) ?(19,a(8379,8431)) ?(20,a(8379,8430)) ?(21,a(8379,8429)) ?(22,a(8379,8428)) ?(23,a(8379,8426)) ?(24,a(8379,8425)) ?(25,a(8379,8424)) ?(26,a(8379,8391)) ?(27,a(8379,8389)) ?(28,a(8379,8386)) ?(29,a(8379,8385)) ?(30,a(8379,8384)) ?(31,a(8379,8351)) ?(32,a(8379,8349)) ?(33,a(8379,8346)) ?(34,a(8379,8345)) ?(35,a(8379,8344)) ?(36,a(8379,8343)) ?(37,a(8379,8342)) ?(38,a(8379,8341)) ?(39,a(8379,8340)) ?(40,a(8379,8339)) ?(41,a(8379,8306)) ?(42,a(8379,8304)) ?(43,a(8379,8301)) ?(44,a(8379,8268)) ?(45,a(8379,8266)) ?(46,a(8379,8263)) ?(47,a(8379,8262)) ?(48,a(8379,8261)) ?(49,a(8379,8260)) ?(50,a(8379,8259))  (7831 tests, cond 2)
		n1 false (test_time = 19.1551)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 490.278)
search: ww_adaptive: found best (time_taken = 0.491829)
	variant  4701/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 1)
		n1 false (test_time = 19.8625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456939)
	variant  4702/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 50)
		n1 false (test_time = 19.2262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448702)
	variant  4703/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 49)
		n1 false (test_time = 19.5488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.500493)
	variant  4704/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 48)
		n1 false (test_time = 19.9844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419411)
	variant  4705/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 47)
		n1 false (test_time = 19.014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405192)
	variant  4706/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 46)
		n1 false (test_time = 19.1003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.397595)
	variant  4707/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 45)
		n1 false (test_time = 19.104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385885)
	variant  4708/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 44)
		n1 false (test_time = 19.2975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405808)
	variant  4709/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 43)
		n1 false (test_time = 19.4935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386818)
	variant  4710/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 42)
		n1 false (test_time = 19.4019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374615)
	variant  4711/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 41)
		n1 false (test_time = 19.5729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347108)
	variant  4712/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 40)
		n1 false (test_time = 19.6461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359803)
	variant  4713/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 39)
		n1 false (test_time = 19.539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327613)
	variant  4714/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 38)
		n1 false (test_time = 19.4094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339804)
	variant  4715/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 37)
		n1 false (test_time = 19.6564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322704)
	variant  4716/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 36)
		n1 false (test_time = 19.4994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315354)
	variant  4717/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 35)
		n1 false (test_time = 19.3815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294821)
	variant  4718/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 34)
		n1 false (test_time = 19.9077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.301891)
	variant  4719/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 33)
		n1 false (test_time = 19.9222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29395)
	variant  4720/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 32)
		n1 false (test_time = 19.2753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270571)
	variant  4721/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.5758)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261103)
	variant  4722/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 30)
		n1 false (test_time = 19.3252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256823)
	variant  4723/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 29)
		n1 false (test_time = 19.267)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238732)
	variant  4724/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 28)
		n1 false (test_time = 19.6617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253931)
	variant  4725/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 27)
		n1 false (test_time = 19.476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237065)
	variant  4726/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 26)
		n1 false (test_time = 19.3906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214415)
	variant  4727/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 25)
		n1 false (test_time = 19.5014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202862)
	variant  4728/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 24)
		n1 false (test_time = 19.5514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200827)
	variant  4729/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 23)
		n1 false (test_time = 19.6295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193997)
	variant  4730/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 22)
		n1 false (test_time = 19.6409)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199188)
	variant  4731/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 21)
		n1 false (test_time = 18.8366)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173123)
	variant  4732/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 20)
		n1 false (test_time = 19.224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158342)
	variant  4733/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.8196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162525)
	variant  4734/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 18)
		n1 false (test_time = 19.9788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148406)
	variant  4735/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 17)
		n1 false (test_time = 19.377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131296)
	variant  4736/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 16)
		n1 false (test_time = 19.5147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119166)
	variant  4737/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 15)
		n1 false (test_time = 19.0168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110764)
	variant  4738/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 14)
		n1 false (test_time = 19.2985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100058)
	variant  4739/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 13)
		n1 false (test_time = 19.5921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0996568)
	variant  4740/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 12)
		n1 false (test_time = 19.4529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.08939)
	variant  4741/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 11)
		n1 false (test_time = 19.0804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.077214)
	variant  4742/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 10)
		n1 false (test_time = 19.8611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.069217)
	variant  4743/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 9)
		n1 false (test_time = 20.0605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0551651)
	variant  4744/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 8)
		n1 false (test_time = 19.8715)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0473781)
	variant  4745/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 7)
		n1 false (test_time = 19.6434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.041414)
	variant  4746/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 6)
		n1 false (test_time = 19.5248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0303771)
	variant  4747/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 5)
		n1 false (test_time = 19.3231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.01878)
	variant  4748/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 4)
		n1 false (test_time = 19.788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0168459)
	variant  4749/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 3)
		n1 false (test_time = 19.9307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.5034e-05)
	variant  4750/57423 = ?(1,a(8379,8258)) ?(2,a(8379,8225)) ?(3,a(8379,8223)) ?(4,a(8379,8220)) ?(5,a(8379,8219)) ?(6,a(8379,8218)) ?(7,a(8379,8217)) ?(8,a(8379,8216)) ?(9,a(8379,8215)) ?(10,a(8379,8214)) ?(11,a(8379,8213)) ?(12,a(8379,8212)) ?(13,a(8379,8179)) ?(14,a(8379,8177)) ?(15,a(8379,8174)) ?(16,a(8379,8173)) ?(17,a(8379,8172)) ?(18,a(8379,8139)) ?(19,a(8379,8137)) ?(20,a(8379,8134)) ?(21,a(8379,8133)) ?(22,a(8379,8132)) ?(23,a(8379,8099)) ?(24,a(8379,8097)) ?(25,a(8379,8094)) ?(26,a(8379,8093)) ?(27,a(8379,8092)) ?(28,a(8379,8059)) ?(29,a(8379,8057)) ?(30,a(8379,8054)) ?(31,a(8379,8022)) ?(32,a(8379,8020)) ?(33,a(8379,8017)) ?(34,a(8379,7985)) ?(35,a(8379,7983)) ?(36,a(8379,7980)) ?(37,a(8379,7979)) ?(38,a(8379,7947)) ?(39,a(8379,7945)) ?(40,a(8379,7940)) ?(41,a(8379,7939)) ?(42,a(8379,7937)) ?(43,a(8379,4493)) ?(44,a(8379,4388)) ?(45,a(8379,4173)) ?(46,a(8379,3694)) ?(47,a(8379,3629)) ?(48,a(8379,2688)) ?(49,a(8378,8431)) ?(50,a(8378,8430))  (7831 tests, cond 2)
		n1 false (test_time = 19.4145)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 490.575)
search: ww_adaptive: found best (time_taken = 0.442075)
	variant  4751/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 1)
		n1 false (test_time = 20.2073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.454184)
	variant  4752/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 50)
		n1 false (test_time = 19.2846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440143)
	variant  4753/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 49)
		n1 false (test_time = 19.6064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.501431)
	variant  4754/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 48)
		n1 false (test_time = 20.2488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.455848)
	variant  4755/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 47)
		n1 false (test_time = 19.764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412612)
	variant  4756/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 46)
		n1 false (test_time = 19.4553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429055)
	variant  4757/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.9907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400438)
	variant  4758/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 44)
		n1 false (test_time = 19.4427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370018)
	variant  4759/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 43)
		n1 false (test_time = 19.746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368718)
	variant  4760/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 42)
		n1 false (test_time = 19.6845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370127)
	variant  4761/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 41)
		n1 false (test_time = 19.0193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355334)
	variant  4762/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 40)
		n1 false (test_time = 19.9931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362476)
	variant  4763/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 39)
		n1 false (test_time = 19.5966)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342931)
	variant  4764/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 38)
		n1 false (test_time = 19.4152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328286)
	variant  4765/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 37)
		n1 false (test_time = 19.4185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.337433)
	variant  4766/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 36)
		n1 false (test_time = 19.4769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311021)
	variant  4767/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 35)
		n1 false (test_time = 19.3508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291282)
	variant  4768/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 34)
		n1 false (test_time = 20.1815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321563)
	variant  4769/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 33)
		n1 false (test_time = 20.1129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282922)
	variant  4770/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 32)
		n1 false (test_time = 19.4476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277181)
	variant  4771/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 31)
		n1 false (test_time = 19.7622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255475)
	variant  4772/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 30)
		n1 false (test_time = 19.4575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274093)
	variant  4773/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 29)
		n1 false (test_time = 19.3318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240479)
	variant  4774/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 28)
		n1 false (test_time = 19.642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240068)
	variant  4775/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 27)
		n1 false (test_time = 19.448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228357)
	variant  4776/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 26)
		n1 false (test_time = 19.6197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230525)
	variant  4777/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 25)
		n1 false (test_time = 20.0189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203627)
	variant  4778/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 24)
		n1 false (test_time = 19.4157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212856)
	variant  4779/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 23)
		n1 false (test_time = 19.5059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192028)
	variant  4780/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 22)
		n1 false (test_time = 19.7062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173388)
	variant  4781/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 21)
		n1 false (test_time = 19.4437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165764)
	variant  4782/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 20)
		n1 false (test_time = 19.456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160926)
	variant  4783/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 19)
		n1 false (test_time = 20.2563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155852)
	variant  4784/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 18)
		n1 false (test_time = 19.5047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144451)
	variant  4785/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 17)
		n1 false (test_time = 19.6053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126543)
	variant  4786/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 16)
		n1 false (test_time = 19.7591)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143518)
	variant  4787/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 15)
		n1 false (test_time = 19.4283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110427)
	variant  4788/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 14)
		n1 false (test_time = 19.4815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102105)
	variant  4789/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 13)
		n1 false (test_time = 19.8318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105696)
	variant  4790/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 12)
		n1 false (test_time = 18.913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0835998)
	variant  4791/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 11)
		n1 false (test_time = 18.8044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072355)
	variant  4792/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 10)
		n1 false (test_time = 19.2567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064486)
	variant  4793/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 9)
		n1 false (test_time = 18.4988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0603549)
	variant  4794/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 8)
		n1 false (test_time = 18.439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046474)
	variant  4795/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 7)
		n1 false (test_time = 18.725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037966)
	variant  4796/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 6)
		n1 false (test_time = 18.729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0294402)
	variant  4797/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 5)
		n1 false (test_time = 18.9353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.024466)
	variant  4798/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 4)
		n1 false (test_time = 19.0365)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0108669)
	variant  4799/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 3)
		n1 false (test_time = 19.395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  4800/57423 = ?(1,a(8378,8429)) ?(2,a(8378,8428)) ?(3,a(8378,8426)) ?(4,a(8378,8425)) ?(5,a(8378,8424)) ?(6,a(8378,8391)) ?(7,a(8378,8389)) ?(8,a(8378,8386)) ?(9,a(8378,8385)) ?(10,a(8378,8384)) ?(11,a(8378,8351)) ?(12,a(8378,8349)) ?(13,a(8378,8346)) ?(14,a(8378,8345)) ?(15,a(8378,8344)) ?(16,a(8378,8343)) ?(17,a(8378,8342)) ?(18,a(8378,8341)) ?(19,a(8378,8340)) ?(20,a(8378,8339)) ?(21,a(8378,8306)) ?(22,a(8378,8304)) ?(23,a(8378,8301)) ?(24,a(8378,8268)) ?(25,a(8378,8266)) ?(26,a(8378,8263)) ?(27,a(8378,8262)) ?(28,a(8378,8261)) ?(29,a(8378,8260)) ?(30,a(8378,8259)) ?(31,a(8378,8258)) ?(32,a(8378,8225)) ?(33,a(8378,8223)) ?(34,a(8378,8220)) ?(35,a(8378,8219)) ?(36,a(8378,8218)) ?(37,a(8378,8217)) ?(38,a(8378,8216)) ?(39,a(8378,8215)) ?(40,a(8378,8214)) ?(41,a(8378,8213)) ?(42,a(8378,8212)) ?(43,a(8378,8179)) ?(44,a(8378,8177)) ?(45,a(8378,8174)) ?(46,a(8378,8173)) ?(47,a(8378,8172)) ?(48,a(8378,8139)) ?(49,a(8378,8137)) ?(50,a(8378,8134))  (7831 tests, cond 2)
		n1 false (test_time = 18.9173)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 481.066)
search: ww_adaptive: found best (time_taken = 0.445648)
	variant  4801/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.3158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.468742)
	variant  4802/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 50)
		n1 false (test_time = 20.0526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449076)
	variant  4803/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 49)
		n1 false (test_time = 19.329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42913)
	variant  4804/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 48)
		n1 false (test_time = 19.1059)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422384)
	variant  4805/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 47)
		n1 false (test_time = 19.1497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395287)
	variant  4806/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 46)
		n1 false (test_time = 18.9442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396455)
	variant  4807/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.5703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395597)
	variant  4808/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 44)
		n1 false (test_time = 18.9946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369482)
	variant  4809/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 43)
		n1 false (test_time = 18.8157)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372339)
	variant  4810/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 42)
		n1 false (test_time = 19.5634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36834)
	variant  4811/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 41)
		n1 false (test_time = 18.8234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344761)
	variant  4812/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 40)
		n1 false (test_time = 19.0609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35799)
	variant  4813/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 39)
		n1 false (test_time = 19.3792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329055)
	variant  4814/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 38)
		n1 false (test_time = 18.6473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315004)
	variant  4815/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 37)
		n1 false (test_time = 19.1544)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305244)
	variant  4816/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 36)
		n1 false (test_time = 19.1596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300664)
	variant  4817/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 35)
		n1 false (test_time = 19.1832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286629)
	variant  4818/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 34)
		n1 false (test_time = 18.6309)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283917)
	variant  4819/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 33)
		n1 false (test_time = 19.189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282869)
	variant  4820/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 32)
		n1 false (test_time = 19.5367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270057)
	variant  4821/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 31)
		n1 false (test_time = 19.076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251539)
	variant  4822/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.0183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244306)
	variant  4823/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 29)
		n1 false (test_time = 18.9743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234001)
	variant  4824/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 28)
		n1 false (test_time = 18.764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228173)
	variant  4825/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 27)
		n1 false (test_time = 18.5771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212875)
	variant  4826/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 26)
		n1 false (test_time = 18.4097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207355)
	variant  4827/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 25)
		n1 false (test_time = 18.5164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207828)
	variant  4828/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.1531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197488)
	variant  4829/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 23)
		n1 false (test_time = 18.597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182331)
	variant  4830/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 22)
		n1 false (test_time = 18.864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169357)
	variant  4831/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174686)
	variant  4832/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 20)
		n1 false (test_time = 19.398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160706)
	variant  4833/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 19)
		n1 false (test_time = 19.5396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144863)
	variant  4834/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.3048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143071)
	variant  4835/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 17)
		n1 false (test_time = 19.6879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137985)
	variant  4836/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 16)
		n1 false (test_time = 18.8744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118585)
	variant  4837/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110117)
	variant  4838/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 14)
		n1 false (test_time = 18.7709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100532)
	variant  4839/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 13)
		n1 false (test_time = 19.0021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0920548)
	variant  4840/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 12)
		n1 false (test_time = 18.9546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0822349)
	variant  4841/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 11)
		n1 false (test_time = 19.1362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0757871)
	variant  4842/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 10)
		n1 false (test_time = 18.7818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.067754)
	variant  4843/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 9)
		n1 false (test_time = 19.0519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0568819)
	variant  4844/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.1492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046241)
	variant  4845/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 7)
		n1 false (test_time = 18.8392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036238)
	variant  4846/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.0772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038717)
	variant  4847/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 5)
		n1 false (test_time = 18.5202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0199289)
	variant  4848/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 4)
		n1 false (test_time = 18.8773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0107088)
	variant  4849/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 3)
		n1 false (test_time = 18.8234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.71797e-05)
	variant  4850/57423 = ?(1,a(8378,8133)) ?(2,a(8378,8132)) ?(3,a(8378,8099)) ?(4,a(8378,8097)) ?(5,a(8378,8094)) ?(6,a(8378,8093)) ?(7,a(8378,8092)) ?(8,a(8378,8059)) ?(9,a(8378,8057)) ?(10,a(8378,8054)) ?(11,a(8378,8022)) ?(12,a(8378,8020)) ?(13,a(8378,8017)) ?(14,a(8378,7985)) ?(15,a(8378,7983)) ?(16,a(8378,7980)) ?(17,a(8378,7979)) ?(18,a(8378,7947)) ?(19,a(8378,7945)) ?(20,a(8378,7940)) ?(21,a(8378,7939)) ?(22,a(8378,7937)) ?(23,a(8378,4493)) ?(24,a(8378,4388)) ?(25,a(8378,4173)) ?(26,a(8378,3694)) ?(27,a(8378,3629)) ?(28,a(8378,2688)) ?(29,a(8377,8431)) ?(30,a(8377,8430)) ?(31,a(8377,8429)) ?(32,a(8377,8428)) ?(33,a(8377,8426)) ?(34,a(8377,8425)) ?(35,a(8377,8424)) ?(36,a(8377,8391)) ?(37,a(8377,8389)) ?(38,a(8377,8386)) ?(39,a(8377,8385)) ?(40,a(8377,8384)) ?(41,a(8377,8351)) ?(42,a(8377,8349)) ?(43,a(8377,8346)) ?(44,a(8377,8345)) ?(45,a(8377,8344)) ?(46,a(8377,8343)) ?(47,a(8377,8342)) ?(48,a(8377,8341)) ?(49,a(8377,8340)) ?(50,a(8377,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.2828)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 477.575)
search: ww_adaptive: found best (time_taken = 0.440903)
	variant  4851/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 1)
		n1 false (test_time = 19.6139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445953)
	variant  4852/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 50)
		n1 false (test_time = 18.6525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42306)
	variant  4853/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 49)
		n1 false (test_time = 19.0585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420883)
	variant  4854/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 48)
		n1 false (test_time = 18.9364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423457)
	variant  4855/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 47)
		n1 false (test_time = 18.8026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415107)
	variant  4856/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 46)
		n1 false (test_time = 19.3311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416023)
	variant  4857/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 45)
		n1 false (test_time = 20.0035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402713)
	variant  4858/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 44)
		n1 false (test_time = 19.0081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428325)
	variant  4859/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 43)
		n1 false (test_time = 19.0597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367053)
	variant  4860/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 42)
		n1 false (test_time = 18.8002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348517)
	variant  4861/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 41)
		n1 false (test_time = 19.1265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351142)
	variant  4862/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 40)
		n1 false (test_time = 18.8759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335077)
	variant  4863/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 39)
		n1 false (test_time = 18.7313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321542)
	variant  4864/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 38)
		n1 false (test_time = 18.7083)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320738)
	variant  4865/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19.1902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325836)
	variant  4866/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 36)
		n1 false (test_time = 18.7488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295001)
	variant  4867/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 35)
		n1 false (test_time = 18.4081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288694)
	variant  4868/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 34)
		n1 false (test_time = 19.2549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297769)
	variant  4869/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 33)
		n1 false (test_time = 19.0441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283634)
	variant  4870/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 32)
		n1 false (test_time = 18.8522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260474)
	variant  4871/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 31)
		n1 false (test_time = 18.9299)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260875)
	variant  4872/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 30)
		n1 false (test_time = 19.5987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25762)
	variant  4873/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 29)
		n1 false (test_time = 18.8736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23609)
	variant  4874/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.3902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227648)
	variant  4875/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 27)
		n1 false (test_time = 18.8044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215852)
	variant  4876/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 26)
		n1 false (test_time = 18.6842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214568)
	variant  4877/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 25)
		n1 false (test_time = 18.3812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195596)
	variant  4878/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 24)
		n1 false (test_time = 18.9795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191528)
	variant  4879/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 23)
		n1 false (test_time = 18.9012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181192)
	variant  4880/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 22)
		n1 false (test_time = 19.1823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172124)
	variant  4881/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 21)
		n1 false (test_time = 18.3169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162082)
	variant  4882/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 20)
		n1 false (test_time = 18.2295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156195)
	variant  4883/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 19)
		n1 false (test_time = 18.6972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150935)
	variant  4884/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 18)
		n1 false (test_time = 18.9538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.145789)
	variant  4885/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 17)
		n1 false (test_time = 18.8014)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126075)
	variant  4886/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 16)
		n1 false (test_time = 19.0753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129718)
	variant  4887/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 15)
		n1 false (test_time = 19.3781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114834)
	variant  4888/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 14)
		n1 false (test_time = 18.9145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099936)
	variant  4889/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.0613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0971801)
	variant  4890/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 12)
		n1 false (test_time = 18.8155)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0827191)
	variant  4891/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 11)
		n1 false (test_time = 18.8234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0728691)
	variant  4892/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 10)
		n1 false (test_time = 19.1626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0650098)
	variant  4893/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 9)
		n1 false (test_time = 18.9351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0590351)
	variant  4894/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 8)
		n1 false (test_time = 18.8032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0510781)
	variant  4895/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 7)
		n1 false (test_time = 18.6703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0363231)
	variant  4896/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 6)
		n1 false (test_time = 19.2881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0276179)
	variant  4897/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 5)
		n1 false (test_time = 19.2421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019979)
	variant  4898/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 4)
		n1 false (test_time = 19.0315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0131199)
	variant  4899/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 3)
		n1 false (test_time = 19.2175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  4900/57423 = ?(1,a(8377,8306)) ?(2,a(8377,8304)) ?(3,a(8377,8301)) ?(4,a(8377,8268)) ?(5,a(8377,8266)) ?(6,a(8377,8263)) ?(7,a(8377,8262)) ?(8,a(8377,8261)) ?(9,a(8377,8260)) ?(10,a(8377,8259)) ?(11,a(8377,8258)) ?(12,a(8377,8225)) ?(13,a(8377,8223)) ?(14,a(8377,8220)) ?(15,a(8377,8219)) ?(16,a(8377,8218)) ?(17,a(8377,8217)) ?(18,a(8377,8216)) ?(19,a(8377,8215)) ?(20,a(8377,8214)) ?(21,a(8377,8213)) ?(22,a(8377,8212)) ?(23,a(8377,8179)) ?(24,a(8377,8177)) ?(25,a(8377,8174)) ?(26,a(8377,8173)) ?(27,a(8377,8172)) ?(28,a(8377,8139)) ?(29,a(8377,8137)) ?(30,a(8377,8134)) ?(31,a(8377,8133)) ?(32,a(8377,8132)) ?(33,a(8377,8099)) ?(34,a(8377,8097)) ?(35,a(8377,8094)) ?(36,a(8377,8093)) ?(37,a(8377,8092)) ?(38,a(8377,8059)) ?(39,a(8377,8057)) ?(40,a(8377,8054)) ?(41,a(8377,8022)) ?(42,a(8377,8020)) ?(43,a(8377,8017)) ?(44,a(8377,7985)) ?(45,a(8377,7983)) ?(46,a(8377,7980)) ?(47,a(8377,7979)) ?(48,a(8377,7947)) ?(49,a(8377,7945)) ?(50,a(8377,7940))  (7831 tests, cond 2)
		n1 false (test_time = 18.9185)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 477.354)
search: ww_adaptive: found best (time_taken = 0.442979)
	variant  4901/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 1)
		n1 false (test_time = 19.4275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433488)
	variant  4902/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 50)
		n1 false (test_time = 18.7161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421298)
	variant  4903/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 49)
		n1 false (test_time = 19.0216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437523)
	variant  4904/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 48)
		n1 false (test_time = 18.8611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410274)
	variant  4905/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 47)
		n1 false (test_time = 19.4305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414959)
	variant  4906/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 46)
		n1 false (test_time = 18.8151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383554)
	variant  4907/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 45)
		n1 false (test_time = 18.9154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38081)
	variant  4908/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 44)
		n1 false (test_time = 19.1153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381589)
	variant  4909/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 43)
		n1 false (test_time = 19.2478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366068)
	variant  4910/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 42)
		n1 false (test_time = 18.8418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360895)
	variant  4911/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 41)
		n1 false (test_time = 18.9588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348566)
	variant  4912/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 40)
		n1 false (test_time = 18.7626)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334836)
	variant  4913/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 39)
		n1 false (test_time = 18.7783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322537)
	variant  4914/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 38)
		n1 false (test_time = 19.0387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315831)
	variant  4915/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 37)
		n1 false (test_time = 18.788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307597)
	variant  4916/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 36)
		n1 false (test_time = 18.596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294871)
	variant  4917/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 35)
		n1 false (test_time = 19.5676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312422)
	variant  4918/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 34)
		n1 false (test_time = 18.6849)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284721)
	variant  4919/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 33)
		n1 false (test_time = 18.4706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270081)
	variant  4920/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 32)
		n1 false (test_time = 19.3919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282779)
	variant  4921/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 31)
		n1 false (test_time = 18.8846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250094)
	variant  4922/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 30)
		n1 false (test_time = 18.7497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25479)
	variant  4923/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 29)
		n1 false (test_time = 19.2206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241387)
	variant  4924/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 28)
		n1 false (test_time = 18.9367)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229833)
	variant  4925/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 27)
		n1 false (test_time = 18.9058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219191)
	variant  4926/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209153)
	variant  4927/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 25)
		n1 false (test_time = 18.9823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198344)
	variant  4928/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 24)
		n1 false (test_time = 18.7947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190261)
	variant  4929/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 23)
		n1 false (test_time = 19.0182)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182299)
	variant  4930/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 22)
		n1 false (test_time = 19.1177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173714)
	variant  4931/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 21)
		n1 false (test_time = 18.8165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161387)
	variant  4932/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 20)
		n1 false (test_time = 19.1045)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152975)
	variant  4933/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 19)
		n1 false (test_time = 18.3334)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151987)
	variant  4934/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 18)
		n1 false (test_time = 18.4295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13674)
	variant  4935/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 17)
		n1 false (test_time = 19.1455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125998)
	variant  4936/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 16)
		n1 false (test_time = 18.7377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11697)
	variant  4937/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.0346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110005)
	variant  4938/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 14)
		n1 false (test_time = 18.9774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10174)
	variant  4939/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 13)
		n1 false (test_time = 18.9773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094775)
	variant  4940/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 12)
		n1 false (test_time = 19.2791)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0834548)
	variant  4941/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 11)
		n1 false (test_time = 19.0023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.074466)
	variant  4942/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 10)
		n1 false (test_time = 18.8492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0641201)
	variant  4943/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 9)
		n1 false (test_time = 18.7856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0551522)
	variant  4944/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 8)
		n1 false (test_time = 18.8983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0516939)
	variant  4945/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 7)
		n1 false (test_time = 18.5806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036669)
	variant  4946/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 6)
		n1 false (test_time = 18.4136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0279231)
	variant  4947/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 5)
		n1 false (test_time = 18.5089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194149)
	variant  4948/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 4)
		n1 false (test_time = 19.3033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010664)
	variant  4949/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 3)
		n1 false (test_time = 18.445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  4950/57423 = ?(1,a(8377,7939)) ?(2,a(8377,7937)) ?(3,a(8377,4493)) ?(4,a(8377,4388)) ?(5,a(8377,4173)) ?(6,a(8377,3694)) ?(7,a(8377,3629)) ?(8,a(8377,2688)) ?(9,a(8376,8431)) ?(10,a(8376,8430)) ?(11,a(8376,8429)) ?(12,a(8376,8428)) ?(13,a(8376,8426)) ?(14,a(8376,8425)) ?(15,a(8376,8424)) ?(16,a(8376,8391)) ?(17,a(8376,8389)) ?(18,a(8376,8386)) ?(19,a(8376,8385)) ?(20,a(8376,8384)) ?(21,a(8376,8351)) ?(22,a(8376,8349)) ?(23,a(8376,8346)) ?(24,a(8376,8345)) ?(25,a(8376,8344)) ?(26,a(8376,8343)) ?(27,a(8376,8342)) ?(28,a(8376,8341)) ?(29,a(8376,8340)) ?(30,a(8376,8339)) ?(31,a(8376,8306)) ?(32,a(8376,8304)) ?(33,a(8376,8301)) ?(34,a(8376,8268)) ?(35,a(8376,8266)) ?(36,a(8376,8263)) ?(37,a(8376,8262)) ?(38,a(8376,8261)) ?(39,a(8376,8260)) ?(40,a(8376,8259)) ?(41,a(8376,8258)) ?(42,a(8376,8225)) ?(43,a(8376,8223)) ?(44,a(8376,8220)) ?(45,a(8376,8219)) ?(46,a(8376,8218)) ?(47,a(8376,8217)) ?(48,a(8376,8216)) ?(49,a(8376,8215)) ?(50,a(8376,8214))  (7831 tests, cond 2)
		n1 false (test_time = 18.9244)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 477.733)
search: ww_adaptive: found best (time_taken = 0.439853)
	variant  4951/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.3984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433028)
	variant  4952/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 50)
		n1 false (test_time = 18.7753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432624)
	variant  4953/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 49)
		n1 false (test_time = 18.8068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412622)
	variant  4954/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 48)
		n1 false (test_time = 19.0199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409284)
	variant  4955/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 47)
		n1 false (test_time = 18.406)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399221)
	variant  4956/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 46)
		n1 false (test_time = 18.7911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415496)
	variant  4957/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 45)
		n1 false (test_time = 19.0065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402458)
	variant  4958/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 44)
		n1 false (test_time = 18.5846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372206)
	variant  4959/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 43)
		n1 false (test_time = 18.3702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358728)
	variant  4960/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 42)
		n1 false (test_time = 18.9484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351169)
	variant  4961/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 41)
		n1 false (test_time = 19.3978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38269)
	variant  4962/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 40)
		n1 false (test_time = 18.8593)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338933)
	variant  4963/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 39)
		n1 false (test_time = 18.8736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322695)
	variant  4964/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 38)
		n1 false (test_time = 18.7694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316359)
	variant  4965/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 37)
		n1 false (test_time = 18.4732)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307704)
	variant  4966/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 36)
		n1 false (test_time = 18.6866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295996)
	variant  4967/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 35)
		n1 false (test_time = 18.5463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294444)
	variant  4968/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 34)
		n1 false (test_time = 18.3176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286924)
	variant  4969/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 33)
		n1 false (test_time = 18.613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274513)
	variant  4970/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 32)
		n1 false (test_time = 18.7079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259248)
	variant  4971/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 31)
		n1 false (test_time = 18.6537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253683)
	variant  4972/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 30)
		n1 false (test_time = 18.8754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251412)
	variant  4973/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 29)
		n1 false (test_time = 18.8449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234488)
	variant  4974/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 28)
		n1 false (test_time = 18.6243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225814)
	variant  4975/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 27)
		n1 false (test_time = 18.6744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217675)
	variant  4976/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 26)
		n1 false (test_time = 19.4275)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211964)
	variant  4977/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 25)
		n1 false (test_time = 19.1037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197319)
	variant  4978/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 24)
		n1 false (test_time = 18.7767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190748)
	variant  4979/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 23)
		n1 false (test_time = 18.97)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187261)
	variant  4980/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 22)
		n1 false (test_time = 18.5961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170879)
	variant  4981/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 21)
		n1 false (test_time = 18.8027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162969)
	variant  4982/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 20)
		n1 false (test_time = 18.8006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153518)
	variant  4983/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 19)
		n1 false (test_time = 18.6625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147009)
	variant  4984/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 18)
		n1 false (test_time = 19.4752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14258)
	variant  4985/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 17)
		n1 false (test_time = 20.1765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125756)
	variant  4986/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 16)
		n1 false (test_time = 18.6148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11633)
	variant  4987/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 15)
		n1 false (test_time = 18.5122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109464)
	variant  4988/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 14)
		n1 false (test_time = 19.0098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0991721)
	variant  4989/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 13)
		n1 false (test_time = 18.6652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.091316)
	variant  4990/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 12)
		n1 false (test_time = 18.9088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0824749)
	variant  4991/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 11)
		n1 false (test_time = 19.4231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0763052)
	variant  4992/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 10)
		n1 false (test_time = 19.0922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0628018)
	variant  4993/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 9)
		n1 false (test_time = 18.718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0549879)
	variant  4994/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 8)
		n1 false (test_time = 18.8188)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.051801)
	variant  4995/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 7)
		n1 false (test_time = 18.603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0368769)
	variant  4996/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 6)
		n1 false (test_time = 19.0077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.02948)
	variant  4997/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 5)
		n1 false (test_time = 18.6552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018497)
	variant  4998/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 4)
		n1 false (test_time = 18.6882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0120039)
	variant  4999/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 3)
		n1 false (test_time = 18.7248)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5000/57423 = ?(1,a(8376,8213)) ?(2,a(8376,8212)) ?(3,a(8376,8179)) ?(4,a(8376,8177)) ?(5,a(8376,8174)) ?(6,a(8376,8173)) ?(7,a(8376,8172)) ?(8,a(8376,8139)) ?(9,a(8376,8137)) ?(10,a(8376,8134)) ?(11,a(8376,8133)) ?(12,a(8376,8132)) ?(13,a(8376,8099)) ?(14,a(8376,8097)) ?(15,a(8376,8094)) ?(16,a(8376,8093)) ?(17,a(8376,8092)) ?(18,a(8376,8059)) ?(19,a(8376,8057)) ?(20,a(8376,8054)) ?(21,a(8376,8022)) ?(22,a(8376,8020)) ?(23,a(8376,8017)) ?(24,a(8376,7985)) ?(25,a(8376,7983)) ?(26,a(8376,7980)) ?(27,a(8376,7979)) ?(28,a(8376,7947)) ?(29,a(8376,7945)) ?(30,a(8376,7940)) ?(31,a(8376,7939)) ?(32,a(8376,7937)) ?(33,a(8376,4493)) ?(34,a(8376,4388)) ?(35,a(8376,4173)) ?(36,a(8376,3694)) ?(37,a(8376,3629)) ?(38,a(8376,2688)) ?(39,a(8375,8431)) ?(40,a(8375,8430)) ?(41,a(8375,8429)) ?(42,a(8375,8428)) ?(43,a(8375,8426)) ?(44,a(8375,8425)) ?(45,a(8375,8424)) ?(46,a(8375,8391)) ?(47,a(8375,8389)) ?(48,a(8375,8386)) ?(49,a(8375,8385)) ?(50,a(8375,8384))  (7831 tests, cond 2)
		n1 false (test_time = 19.2137)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 476.518)
search: ww_adaptive: found best (time_taken = 0.441292)
	variant  5001/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 1)
		n1 false (test_time = 19.5416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429941)
	variant  5002/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.0551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443261)
	variant  5003/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 49)
		n1 false (test_time = 18.7942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421899)
	variant  5004/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 48)
		n1 false (test_time = 18.7573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415077)
	variant  5005/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 47)
		n1 false (test_time = 18.8925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394472)
	variant  5006/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 46)
		n1 false (test_time = 19.1656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405184)
	variant  5007/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 45)
		n1 false (test_time = 18.8987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383331)
	variant  5008/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 44)
		n1 false (test_time = 18.59)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368007)
	variant  5009/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 43)
		n1 false (test_time = 18.8877)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369351)
	variant  5010/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 42)
		n1 false (test_time = 18.8429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351465)
	variant  5011/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 41)
		n1 false (test_time = 18.4311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357533)
	variant  5012/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 40)
		n1 false (test_time = 18.811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347624)
	variant  5013/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 39)
		n1 false (test_time = 19.3445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334298)
	variant  5014/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 38)
		n1 false (test_time = 18.812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316113)
	variant  5015/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 37)
		n1 false (test_time = 18.9138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340289)
	variant  5016/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 36)
		n1 false (test_time = 19.1507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296556)
	variant  5017/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 35)
		n1 false (test_time = 18.4955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290547)
	variant  5018/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 34)
		n1 false (test_time = 19.0731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280054)
	variant  5019/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 33)
		n1 false (test_time = 19.1076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272106)
	variant  5020/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 32)
		n1 false (test_time = 18.6449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265894)
	variant  5021/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 31)
		n1 false (test_time = 18.3748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252106)
	variant  5022/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 30)
		n1 false (test_time = 19.1095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264993)
	variant  5023/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 29)
		n1 false (test_time = 19.1965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240698)
	variant  5024/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 28)
		n1 false (test_time = 18.9611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235765)
	variant  5025/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 27)
		n1 false (test_time = 18.8453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221538)
	variant  5026/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 26)
		n1 false (test_time = 19.2833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208387)
	variant  5027/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 25)
		n1 false (test_time = 18.997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201171)
	variant  5028/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 24)
		n1 false (test_time = 19.5137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216551)
	variant  5029/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 23)
		n1 false (test_time = 19.3745)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185635)
	variant  5030/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 22)
		n1 false (test_time = 18.7624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173176)
	variant  5031/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 21)
		n1 false (test_time = 18.9458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160973)
	variant  5032/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 20)
		n1 false (test_time = 19.0512)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161372)
	variant  5033/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 19)
		n1 false (test_time = 18.7391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14394)
	variant  5034/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 18)
		n1 false (test_time = 19.605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136855)
	variant  5035/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 17)
		n1 false (test_time = 19.2787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127392)
	variant  5036/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 16)
		n1 false (test_time = 18.581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117322)
	variant  5037/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 15)
		n1 false (test_time = 19.2997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.116346)
	variant  5038/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 14)
		n1 false (test_time = 18.6767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107332)
	variant  5039/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 13)
		n1 false (test_time = 19.3524)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0933371)
	variant  5040/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 12)
		n1 false (test_time = 18.893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0866768)
	variant  5041/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 11)
		n1 false (test_time = 18.9136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.073462)
	variant  5042/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 10)
		n1 false (test_time = 19.1775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068013)
	variant  5043/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 9)
		n1 false (test_time = 19.428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055434)
	variant  5044/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 8)
		n1 false (test_time = 18.8813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048682)
	variant  5045/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 7)
		n1 false (test_time = 19.172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037977)
	variant  5046/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 6)
		n1 false (test_time = 19.7328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0292249)
	variant  5047/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 5)
		n1 false (test_time = 18.9151)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0192981)
	variant  5048/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 4)
		n1 false (test_time = 19.204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0146251)
	variant  5049/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 3)
		n1 false (test_time = 19.6736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5050/57423 = ?(1,a(8375,8351)) ?(2,a(8375,8349)) ?(3,a(8375,8346)) ?(4,a(8375,8345)) ?(5,a(8375,8344)) ?(6,a(8375,8343)) ?(7,a(8375,8342)) ?(8,a(8375,8341)) ?(9,a(8375,8340)) ?(10,a(8375,8339)) ?(11,a(8375,8306)) ?(12,a(8375,8304)) ?(13,a(8375,8301)) ?(14,a(8375,8268)) ?(15,a(8375,8266)) ?(16,a(8375,8263)) ?(17,a(8375,8262)) ?(18,a(8375,8261)) ?(19,a(8375,8260)) ?(20,a(8375,8259)) ?(21,a(8375,8258)) ?(22,a(8375,8225)) ?(23,a(8375,8223)) ?(24,a(8375,8220)) ?(25,a(8375,8219)) ?(26,a(8375,8218)) ?(27,a(8375,8217)) ?(28,a(8375,8216)) ?(29,a(8375,8215)) ?(30,a(8375,8214)) ?(31,a(8375,8213)) ?(32,a(8375,8212)) ?(33,a(8375,8179)) ?(34,a(8375,8177)) ?(35,a(8375,8174)) ?(36,a(8375,8173)) ?(37,a(8375,8172)) ?(38,a(8375,8139)) ?(39,a(8375,8137)) ?(40,a(8375,8134)) ?(41,a(8375,8133)) ?(42,a(8375,8132)) ?(43,a(8375,8099)) ?(44,a(8375,8097)) ?(45,a(8375,8094)) ?(46,a(8375,8093)) ?(47,a(8375,8092)) ?(48,a(8375,8059)) ?(49,a(8375,8057)) ?(50,a(8375,8054))  (7831 tests, cond 2)
		n1 false (test_time = 18.935)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 477.128)
search: ww_adaptive: found best (time_taken = 0.455718)
	variant  5051/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 1)
		n1 false (test_time = 20.1802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.449839)
	variant  5052/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 50)
		n1 false (test_time = 18.8879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424117)
	variant  5053/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 49)
		n1 false (test_time = 19.3107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439373)
	variant  5054/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 48)
		n1 false (test_time = 18.9062)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419809)
	variant  5055/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 47)
		n1 false (test_time = 19.0673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398264)
	variant  5056/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 46)
		n1 false (test_time = 19.185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404965)
	variant  5057/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 45)
		n1 false (test_time = 19.7197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375453)
	variant  5058/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 44)
		n1 false (test_time = 19.5501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39884)
	variant  5059/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 43)
		n1 false (test_time = 18.9906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375951)
	variant  5060/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 42)
		n1 false (test_time = 19.1587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363551)
	variant  5061/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 41)
		n1 false (test_time = 19.1012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356535)
	variant  5062/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 40)
		n1 false (test_time = 19.6747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334409)
	variant  5063/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 39)
		n1 false (test_time = 19.1015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338219)
	variant  5064/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 38)
		n1 false (test_time = 18.8796)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329226)
	variant  5065/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 37)
		n1 false (test_time = 19.5145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335067)
	variant  5066/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 36)
		n1 false (test_time = 18.7291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296953)
	variant  5067/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 35)
		n1 false (test_time = 18.9094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288236)
	variant  5068/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 34)
		n1 false (test_time = 18.9004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276405)
	variant  5069/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 33)
		n1 false (test_time = 18.9074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274625)
	variant  5070/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 32)
		n1 false (test_time = 18.9355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264429)
	variant  5071/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 31)
		n1 false (test_time = 19.2856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253828)
	variant  5072/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 30)
		n1 false (test_time = 18.608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245201)
	variant  5073/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.8322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252692)
	variant  5074/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 28)
		n1 false (test_time = 18.7583)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224441)
	variant  5075/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 27)
		n1 false (test_time = 18.3639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216624)
	variant  5076/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 26)
		n1 false (test_time = 18.7358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219335)
	variant  5077/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 25)
		n1 false (test_time = 18.8752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200147)
	variant  5078/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 24)
		n1 false (test_time = 18.7278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190423)
	variant  5079/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 23)
		n1 false (test_time = 18.4897)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183105)
	variant  5080/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 22)
		n1 false (test_time = 19.6603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19548)
	variant  5081/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 21)
		n1 false (test_time = 18.983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165528)
	variant  5082/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 20)
		n1 false (test_time = 18.9463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152731)
	variant  5083/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 19)
		n1 false (test_time = 19.7784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146817)
	variant  5084/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 18)
		n1 false (test_time = 19.3317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137095)
	variant  5085/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 17)
		n1 false (test_time = 18.5865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125954)
	variant  5086/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 16)
		n1 false (test_time = 18.9625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118497)
	variant  5087/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 15)
		n1 false (test_time = 18.5222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107543)
	variant  5088/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 14)
		n1 false (test_time = 18.6415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102937)
	variant  5089/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 13)
		n1 false (test_time = 19.0701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0919991)
	variant  5090/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 12)
		n1 false (test_time = 18.9412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0835099)
	variant  5091/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 11)
		n1 false (test_time = 18.7643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083812)
	variant  5092/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 10)
		n1 false (test_time = 18.9772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0645039)
	variant  5093/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 9)
		n1 false (test_time = 18.7498)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057524)
	variant  5094/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 8)
		n1 false (test_time = 18.8887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045253)
	variant  5095/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 7)
		n1 false (test_time = 19.74)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0402551)
	variant  5096/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 6)
		n1 false (test_time = 19.6364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0281949)
	variant  5097/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 5)
		n1 false (test_time = 18.7436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0195141)
	variant  5098/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 4)
		n1 false (test_time = 19.4769)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102432)
	variant  5099/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 3)
		n1 false (test_time = 18.7833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  5100/57423 = ?(1,a(8375,8022)) ?(2,a(8375,8020)) ?(3,a(8375,8017)) ?(4,a(8375,7985)) ?(5,a(8375,7983)) ?(6,a(8375,7980)) ?(7,a(8375,7979)) ?(8,a(8375,7947)) ?(9,a(8375,7945)) ?(10,a(8375,7940)) ?(11,a(8375,7939)) ?(12,a(8375,7937)) ?(13,a(8375,4493)) ?(14,a(8375,4388)) ?(15,a(8375,4173)) ?(16,a(8375,3694)) ?(17,a(8375,3629)) ?(18,a(8375,2688)) ?(19,a(8374,8431)) ?(20,a(8374,8430)) ?(21,a(8374,8429)) ?(22,a(8374,8428)) ?(23,a(8374,8426)) ?(24,a(8374,8425)) ?(25,a(8374,8424)) ?(26,a(8374,8391)) ?(27,a(8374,8389)) ?(28,a(8374,8386)) ?(29,a(8374,8385)) ?(30,a(8374,8384)) ?(31,a(8374,8351)) ?(32,a(8374,8349)) ?(33,a(8374,8346)) ?(34,a(8374,8345)) ?(35,a(8374,8344)) ?(36,a(8374,8343)) ?(37,a(8374,8342)) ?(38,a(8374,8341)) ?(39,a(8374,8340)) ?(40,a(8374,8339)) ?(41,a(8374,8306)) ?(42,a(8374,8304)) ?(43,a(8374,8301)) ?(44,a(8374,8268)) ?(45,a(8374,8266)) ?(46,a(8374,8263)) ?(47,a(8374,8262)) ?(48,a(8374,8261)) ?(49,a(8374,8260)) ?(50,a(8374,8259))  (7831 tests, cond 2)
		n1 false (test_time = 18.7515)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 476.359)
search: ww_adaptive: found best (time_taken = 0.443094)
	variant  5101/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 1)
		n1 false (test_time = 19.7724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464791)
	variant  5102/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 50)
		n1 false (test_time = 19.1634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424796)
	variant  5103/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 49)
		n1 false (test_time = 19.1482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414277)
	variant  5104/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 48)
		n1 false (test_time = 19.065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414315)
	variant  5105/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 47)
		n1 false (test_time = 18.6859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393979)
	variant  5106/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 46)
		n1 false (test_time = 18.7667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386489)
	variant  5107/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 45)
		n1 false (test_time = 18.5091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377247)
	variant  5108/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 44)
		n1 false (test_time = 18.7433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379908)
	variant  5109/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 43)
		n1 false (test_time = 18.3934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364532)
	variant  5110/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 42)
		n1 false (test_time = 19.0123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362935)
	variant  5111/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 41)
		n1 false (test_time = 19.1296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362709)
	variant  5112/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 40)
		n1 false (test_time = 18.7369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334115)
	variant  5113/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 39)
		n1 false (test_time = 19.0846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326706)
	variant  5114/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 38)
		n1 false (test_time = 18.8044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312248)
	variant  5115/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 37)
		n1 false (test_time = 18.6594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306471)
	variant  5116/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 36)
		n1 false (test_time = 18.742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299504)
	variant  5117/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 35)
		n1 false (test_time = 19.3371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293408)
	variant  5118/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 34)
		n1 false (test_time = 19.1113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280833)
	variant  5119/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 33)
		n1 false (test_time = 18.8183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295564)
	variant  5120/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 32)
		n1 false (test_time = 18.6776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258718)
	variant  5121/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.2347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257998)
	variant  5122/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 30)
		n1 false (test_time = 19.1257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278636)
	variant  5123/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 29)
		n1 false (test_time = 19.0898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246918)
	variant  5124/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 28)
		n1 false (test_time = 18.767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.224852)
	variant  5125/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 27)
		n1 false (test_time = 18.7568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2143)
	variant  5126/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 26)
		n1 false (test_time = 18.991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20854)
	variant  5127/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 25)
		n1 false (test_time = 18.2411)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197845)
	variant  5128/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 24)
		n1 false (test_time = 18.7342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187087)
	variant  5129/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 23)
		n1 false (test_time = 19.1458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180508)
	variant  5130/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 22)
		n1 false (test_time = 18.7646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173032)
	variant  5131/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 21)
		n1 false (test_time = 18.3286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168738)
	variant  5132/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 20)
		n1 false (test_time = 19.3208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164878)
	variant  5133/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.0731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146013)
	variant  5134/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 18)
		n1 false (test_time = 18.6587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146637)
	variant  5135/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 17)
		n1 false (test_time = 18.9858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126467)
	variant  5136/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 16)
		n1 false (test_time = 18.9815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121934)
	variant  5137/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 15)
		n1 false (test_time = 18.3478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109215)
	variant  5138/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 14)
		n1 false (test_time = 19.3713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107722)
	variant  5139/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 13)
		n1 false (test_time = 18.8561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.092366)
	variant  5140/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 12)
		n1 false (test_time = 18.6979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081816)
	variant  5141/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 11)
		n1 false (test_time = 19.1989)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0716519)
	variant  5142/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 10)
		n1 false (test_time = 18.5441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0675559)
	variant  5143/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 9)
		n1 false (test_time = 18.6735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0545871)
	variant  5144/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 8)
		n1 false (test_time = 18.7808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046221)
	variant  5145/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 7)
		n1 false (test_time = 18.8452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036772)
	variant  5146/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 6)
		n1 false (test_time = 18.8033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287778)
	variant  5147/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 5)
		n1 false (test_time = 18.9441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0204258)
	variant  5148/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 4)
		n1 false (test_time = 19.429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00979114)
	variant  5149/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 3)
		n1 false (test_time = 19.0026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.50204e-05)
	variant  5150/57423 = ?(1,a(8374,8258)) ?(2,a(8374,8225)) ?(3,a(8374,8223)) ?(4,a(8374,8220)) ?(5,a(8374,8219)) ?(6,a(8374,8218)) ?(7,a(8374,8217)) ?(8,a(8374,8216)) ?(9,a(8374,8215)) ?(10,a(8374,8214)) ?(11,a(8374,8213)) ?(12,a(8374,8212)) ?(13,a(8374,8179)) ?(14,a(8374,8177)) ?(15,a(8374,8174)) ?(16,a(8374,8173)) ?(17,a(8374,8172)) ?(18,a(8374,8139)) ?(19,a(8374,8137)) ?(20,a(8374,8134)) ?(21,a(8374,8133)) ?(22,a(8374,8132)) ?(23,a(8374,8099)) ?(24,a(8374,8097)) ?(25,a(8374,8094)) ?(26,a(8374,8093)) ?(27,a(8374,8092)) ?(28,a(8374,8059)) ?(29,a(8374,8057)) ?(30,a(8374,8054)) ?(31,a(8374,8022)) ?(32,a(8374,8020)) ?(33,a(8374,8017)) ?(34,a(8374,7985)) ?(35,a(8374,7983)) ?(36,a(8374,7980)) ?(37,a(8374,7979)) ?(38,a(8374,7947)) ?(39,a(8374,7945)) ?(40,a(8374,7940)) ?(41,a(8374,7939)) ?(42,a(8374,7937)) ?(43,a(8374,4493)) ?(44,a(8374,4388)) ?(45,a(8374,4173)) ?(46,a(8374,3694)) ?(47,a(8374,3629)) ?(48,a(8374,2688)) ?(49,a(8373,8431)) ?(50,a(8373,8430))  (7831 tests, cond 2)
		n1 false (test_time = 18.941)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 475.159)
search: ww_adaptive: found best (time_taken = 0.447231)
	variant  5151/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 1)
		n1 false (test_time = 19.775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440774)
	variant  5152/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 50)
		n1 false (test_time = 19.2749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42917)
	variant  5153/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 49)
		n1 false (test_time = 18.7575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429273)
	variant  5154/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 48)
		n1 false (test_time = 19.7112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437295)
	variant  5155/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 47)
		n1 false (test_time = 18.803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394799)
	variant  5156/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 46)
		n1 false (test_time = 18.8199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385937)
	variant  5157/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.6815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393032)
	variant  5158/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 44)
		n1 false (test_time = 18.739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388916)
	variant  5159/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 43)
		n1 false (test_time = 18.7507)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363974)
	variant  5160/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 42)
		n1 false (test_time = 18.9746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349958)
	variant  5161/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 41)
		n1 false (test_time = 18.4589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343751)
	variant  5162/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 40)
		n1 false (test_time = 18.4825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345054)
	variant  5163/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 39)
		n1 false (test_time = 19.9809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326789)
	variant  5164/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 38)
		n1 false (test_time = 18.768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317434)
	variant  5165/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 37)
		n1 false (test_time = 18.7289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307074)
	variant  5166/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 36)
		n1 false (test_time = 18.7725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298611)
	variant  5167/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 35)
		n1 false (test_time = 18.6031)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286899)
	variant  5168/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 34)
		n1 false (test_time = 18.6462)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281552)
	variant  5169/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 33)
		n1 false (test_time = 19.0918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282129)
	variant  5170/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 32)
		n1 false (test_time = 19.1178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271074)
	variant  5171/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 31)
		n1 false (test_time = 18.7448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249341)
	variant  5172/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 30)
		n1 false (test_time = 18.8105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244213)
	variant  5173/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 29)
		n1 false (test_time = 18.642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246554)
	variant  5174/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 28)
		n1 false (test_time = 18.6659)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.22489)
	variant  5175/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 27)
		n1 false (test_time = 19.0046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216174)
	variant  5176/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 26)
		n1 false (test_time = 18.8102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206412)
	variant  5177/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 25)
		n1 false (test_time = 18.8034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203235)
	variant  5178/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 24)
		n1 false (test_time = 19.0469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1875)
	variant  5179/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 23)
		n1 false (test_time = 18.7269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182509)
	variant  5180/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 22)
		n1 false (test_time = 18.8789)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173475)
	variant  5181/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 21)
		n1 false (test_time = 18.8148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170204)
	variant  5182/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 20)
		n1 false (test_time = 18.7504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153926)
	variant  5183/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 19)
		n1 false (test_time = 18.5853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144001)
	variant  5184/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 18)
		n1 false (test_time = 18.9092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14207)
	variant  5185/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 17)
		n1 false (test_time = 19.2454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126642)
	variant  5186/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 16)
		n1 false (test_time = 18.8592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123168)
	variant  5187/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 15)
		n1 false (test_time = 19.2539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112355)
	variant  5188/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 14)
		n1 false (test_time = 18.6903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10865)
	variant  5189/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 13)
		n1 false (test_time = 18.8717)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0902071)
	variant  5190/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 12)
		n1 false (test_time = 19.0183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0825338)
	variant  5191/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 11)
		n1 false (test_time = 18.696)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072922)
	variant  5192/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 10)
		n1 false (test_time = 18.8358)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0693109)
	variant  5193/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 9)
		n1 false (test_time = 18.7682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0564339)
	variant  5194/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 8)
		n1 false (test_time = 18.9194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0460751)
	variant  5195/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 7)
		n1 false (test_time = 18.4009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038063)
	variant  5196/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 6)
		n1 false (test_time = 18.7567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030082)
	variant  5197/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 5)
		n1 false (test_time = 18.683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019896)
	variant  5198/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 4)
		n1 false (test_time = 18.4764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102749)
	variant  5199/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 3)
		n1 false (test_time = 18.3637)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  5200/57423 = ?(1,a(8373,8429)) ?(2,a(8373,8428)) ?(3,a(8373,8426)) ?(4,a(8373,8425)) ?(5,a(8373,8424)) ?(6,a(8373,8391)) ?(7,a(8373,8389)) ?(8,a(8373,8386)) ?(9,a(8373,8385)) ?(10,a(8373,8384)) ?(11,a(8373,8351)) ?(12,a(8373,8349)) ?(13,a(8373,8346)) ?(14,a(8373,8345)) ?(15,a(8373,8344)) ?(16,a(8373,8343)) ?(17,a(8373,8342)) ?(18,a(8373,8341)) ?(19,a(8373,8340)) ?(20,a(8373,8339)) ?(21,a(8373,8306)) ?(22,a(8373,8304)) ?(23,a(8373,8301)) ?(24,a(8373,8268)) ?(25,a(8373,8266)) ?(26,a(8373,8263)) ?(27,a(8373,8262)) ?(28,a(8373,8261)) ?(29,a(8373,8260)) ?(30,a(8373,8259)) ?(31,a(8373,8258)) ?(32,a(8373,8225)) ?(33,a(8373,8223)) ?(34,a(8373,8220)) ?(35,a(8373,8219)) ?(36,a(8373,8218)) ?(37,a(8373,8217)) ?(38,a(8373,8216)) ?(39,a(8373,8215)) ?(40,a(8373,8214)) ?(41,a(8373,8213)) ?(42,a(8373,8212)) ?(43,a(8373,8179)) ?(44,a(8373,8177)) ?(45,a(8373,8174)) ?(46,a(8373,8173)) ?(47,a(8373,8172)) ?(48,a(8373,8139)) ?(49,a(8373,8137)) ?(50,a(8373,8134))  (7831 tests, cond 2)
		n1 false (test_time = 19.4552)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 474.578)
search: ww_adaptive: found best (time_taken = 0.437989)
	variant  5201/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 1)
		n1 false (test_time = 18.8744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443619)
	variant  5202/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 50)
		n1 false (test_time = 18.5762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423359)
	variant  5203/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 49)
		n1 false (test_time = 18.7553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416789)
	variant  5204/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 48)
		n1 false (test_time = 18.3907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407561)
	variant  5205/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 47)
		n1 false (test_time = 18.8763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416166)
	variant  5206/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 46)
		n1 false (test_time = 19.0778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390781)
	variant  5207/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.1518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393465)
	variant  5208/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 44)
		n1 false (test_time = 18.7227)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369835)
	variant  5209/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 43)
		n1 false (test_time = 19.005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360678)
	variant  5210/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 42)
		n1 false (test_time = 18.9106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349463)
	variant  5211/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 41)
		n1 false (test_time = 18.7036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339693)
	variant  5212/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 40)
		n1 false (test_time = 18.6729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338562)
	variant  5213/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 39)
		n1 false (test_time = 18.2905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322701)
	variant  5214/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 38)
		n1 false (test_time = 18.4747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318111)
	variant  5215/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 37)
		n1 false (test_time = 18.88)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309789)
	variant  5216/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 36)
		n1 false (test_time = 19.3772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346119)
	variant  5217/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 35)
		n1 false (test_time = 19.6193)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316107)
	variant  5218/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 34)
		n1 false (test_time = 18.9518)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.29665)
	variant  5219/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 33)
		n1 false (test_time = 18.6308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276277)
	variant  5220/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 32)
		n1 false (test_time = 18.7728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267366)
	variant  5221/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 31)
		n1 false (test_time = 18.9461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.258056)
	variant  5222/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.0875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247875)
	variant  5223/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 29)
		n1 false (test_time = 18.5146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233637)
	variant  5224/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 28)
		n1 false (test_time = 19.2506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244025)
	variant  5225/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 27)
		n1 false (test_time = 18.4517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214933)
	variant  5226/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 26)
		n1 false (test_time = 18.3811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206153)
	variant  5227/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 25)
		n1 false (test_time = 18.7032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200969)
	variant  5228/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.0552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192503)
	variant  5229/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 23)
		n1 false (test_time = 18.4608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181605)
	variant  5230/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 22)
		n1 false (test_time = 19.2337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181875)
	variant  5231/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.5812)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169736)
	variant  5232/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 20)
		n1 false (test_time = 18.9109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154675)
	variant  5233/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 19)
		n1 false (test_time = 18.8105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144299)
	variant  5234/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 18)
		n1 false (test_time = 18.8027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132997)
	variant  5235/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 17)
		n1 false (test_time = 19.0283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138034)
	variant  5236/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 16)
		n1 false (test_time = 18.7301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117985)
	variant  5237/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.2211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109031)
	variant  5238/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 14)
		n1 false (test_time = 19.479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099551)
	variant  5239/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 13)
		n1 false (test_time = 18.7448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094964)
	variant  5240/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 12)
		n1 false (test_time = 19.0233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.082334)
	variant  5241/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 11)
		n1 false (test_time = 18.8146)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0732238)
	variant  5242/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 10)
		n1 false (test_time = 19.0206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0640678)
	variant  5243/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 9)
		n1 false (test_time = 18.9605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055702)
	variant  5244/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 8)
		n1 false (test_time = 18.6096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0453188)
	variant  5245/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 7)
		n1 false (test_time = 18.6698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0363951)
	variant  5246/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 6)
		n1 false (test_time = 18.8134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027971)
	variant  5247/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 5)
		n1 false (test_time = 18.2977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0194049)
	variant  5248/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 4)
		n1 false (test_time = 18.5046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00978684)
	variant  5249/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 3)
		n1 false (test_time = 19.1522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5250/57423 = ?(1,a(8373,8133)) ?(2,a(8373,8132)) ?(3,a(8373,8099)) ?(4,a(8373,8097)) ?(5,a(8373,8094)) ?(6,a(8373,8093)) ?(7,a(8373,8092)) ?(8,a(8373,8059)) ?(9,a(8373,8057)) ?(10,a(8373,8054)) ?(11,a(8373,8022)) ?(12,a(8373,8020)) ?(13,a(8373,8017)) ?(14,a(8373,7985)) ?(15,a(8373,7983)) ?(16,a(8373,7980)) ?(17,a(8373,7979)) ?(18,a(8373,7947)) ?(19,a(8373,7945)) ?(20,a(8373,7940)) ?(21,a(8373,7939)) ?(22,a(8373,7937)) ?(23,a(8373,4493)) ?(24,a(8373,4388)) ?(25,a(8373,4173)) ?(26,a(8373,3694)) ?(27,a(8373,3629)) ?(28,a(8373,2688)) ?(29,a(8372,8431)) ?(30,a(8372,8430)) ?(31,a(8372,8429)) ?(32,a(8372,8428)) ?(33,a(8372,8426)) ?(34,a(8372,8425)) ?(35,a(8372,8424)) ?(36,a(8372,8391)) ?(37,a(8372,8389)) ?(38,a(8372,8386)) ?(39,a(8372,8385)) ?(40,a(8372,8384)) ?(41,a(8372,8351)) ?(42,a(8372,8349)) ?(43,a(8372,8346)) ?(44,a(8372,8345)) ?(45,a(8372,8344)) ?(46,a(8372,8343)) ?(47,a(8372,8342)) ?(48,a(8372,8341)) ?(49,a(8372,8340)) ?(50,a(8372,8339))  (7831 tests, cond 2)
		n1 false (test_time = 18.7966)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.751)
search: ww_adaptive: found best (time_taken = 0.436816)
	variant  5251/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 1)
		n1 false (test_time = 19.0885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435127)
	variant  5252/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 50)
		n1 false (test_time = 18.7477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.457133)
	variant  5253/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 49)
		n1 false (test_time = 19.3788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414289)
	variant  5254/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 48)
		n1 false (test_time = 18.6965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405528)
	variant  5255/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 47)
		n1 false (test_time = 18.7172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409621)
	variant  5256/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 46)
		n1 false (test_time = 18.9882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426428)
	variant  5257/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 45)
		n1 false (test_time = 18.5628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382032)
	variant  5258/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 44)
		n1 false (test_time = 18.6762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369934)
	variant  5259/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 43)
		n1 false (test_time = 19.329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364276)
	variant  5260/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 42)
		n1 false (test_time = 18.755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351687)
	variant  5261/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 41)
		n1 false (test_time = 18.9132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340552)
	variant  5262/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 40)
		n1 false (test_time = 19.2283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339407)
	variant  5263/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 39)
		n1 false (test_time = 18.7955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325093)
	variant  5264/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 38)
		n1 false (test_time = 18.756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331161)
	variant  5265/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 37)
		n1 false (test_time = 18.8896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303209)
	variant  5266/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 36)
		n1 false (test_time = 18.5398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295971)
	variant  5267/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 35)
		n1 false (test_time = 18.2604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299746)
	variant  5268/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 34)
		n1 false (test_time = 19.1883)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282431)
	variant  5269/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 33)
		n1 false (test_time = 18.7923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269896)
	variant  5270/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 32)
		n1 false (test_time = 18.7748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259894)
	variant  5271/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 31)
		n1 false (test_time = 18.8958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262388)
	variant  5272/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 30)
		n1 false (test_time = 18.5984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242139)
	variant  5273/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 29)
		n1 false (test_time = 18.6136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232497)
	variant  5274/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.1194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233905)
	variant  5275/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 27)
		n1 false (test_time = 19.1635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220852)
	variant  5276/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 26)
		n1 false (test_time = 18.7291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204891)
	variant  5277/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 25)
		n1 false (test_time = 18.5294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20015)
	variant  5278/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 24)
		n1 false (test_time = 18.8783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190282)
	variant  5279/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 23)
		n1 false (test_time = 18.7742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180556)
	variant  5280/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 22)
		n1 false (test_time = 19.1692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170264)
	variant  5281/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 21)
		n1 false (test_time = 18.3872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163157)
	variant  5282/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 20)
		n1 false (test_time = 18.2549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154885)
	variant  5283/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 19)
		n1 false (test_time = 19.173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144927)
	variant  5284/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 18)
		n1 false (test_time = 18.7047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138794)
	variant  5285/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 17)
		n1 false (test_time = 18.7871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125515)
	variant  5286/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 16)
		n1 false (test_time = 18.7802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11746)
	variant  5287/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 15)
		n1 false (test_time = 18.6723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110272)
	variant  5288/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 14)
		n1 false (test_time = 18.9128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0999899)
	variant  5289/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.2133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108169)
	variant  5290/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 12)
		n1 false (test_time = 19.4472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0945098)
	variant  5291/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 11)
		n1 false (test_time = 18.9825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0747509)
	variant  5292/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 10)
		n1 false (test_time = 18.9949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0634329)
	variant  5293/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 9)
		n1 false (test_time = 18.731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0547471)
	variant  5294/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 8)
		n1 false (test_time = 18.8363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0502388)
	variant  5295/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 7)
		n1 false (test_time = 18.9178)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039253)
	variant  5296/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 6)
		n1 false (test_time = 18.9333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027508)
	variant  5297/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 5)
		n1 false (test_time = 18.6712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0189011)
	variant  5298/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 4)
		n1 false (test_time = 18.6928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0120339)
	variant  5299/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 3)
		n1 false (test_time = 19.7805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5300/57423 = ?(1,a(8372,8306)) ?(2,a(8372,8304)) ?(3,a(8372,8301)) ?(4,a(8372,8268)) ?(5,a(8372,8266)) ?(6,a(8372,8263)) ?(7,a(8372,8262)) ?(8,a(8372,8261)) ?(9,a(8372,8260)) ?(10,a(8372,8259)) ?(11,a(8372,8258)) ?(12,a(8372,8225)) ?(13,a(8372,8223)) ?(14,a(8372,8220)) ?(15,a(8372,8219)) ?(16,a(8372,8218)) ?(17,a(8372,8217)) ?(18,a(8372,8216)) ?(19,a(8372,8215)) ?(20,a(8372,8214)) ?(21,a(8372,8213)) ?(22,a(8372,8212)) ?(23,a(8372,8179)) ?(24,a(8372,8177)) ?(25,a(8372,8174)) ?(26,a(8372,8173)) ?(27,a(8372,8172)) ?(28,a(8372,8139)) ?(29,a(8372,8137)) ?(30,a(8372,8134)) ?(31,a(8372,8133)) ?(32,a(8372,8132)) ?(33,a(8372,8099)) ?(34,a(8372,8097)) ?(35,a(8372,8094)) ?(36,a(8372,8093)) ?(37,a(8372,8092)) ?(38,a(8372,8059)) ?(39,a(8372,8057)) ?(40,a(8372,8054)) ?(41,a(8372,8022)) ?(42,a(8372,8020)) ?(43,a(8372,8017)) ?(44,a(8372,7985)) ?(45,a(8372,7983)) ?(46,a(8372,7980)) ?(47,a(8372,7979)) ?(48,a(8372,7947)) ?(49,a(8372,7945)) ?(50,a(8372,7940))  (7831 tests, cond 2)
		n1 false (test_time = 18.9768)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.331)
search: ww_adaptive: found best (time_taken = 0.434549)
	variant  5301/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 1)
		n1 false (test_time = 19.3592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43163)
	variant  5302/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 50)
		n1 false (test_time = 18.6024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423269)
	variant  5303/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 49)
		n1 false (test_time = 19.0173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427965)
	variant  5304/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 48)
		n1 false (test_time = 18.3331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410557)
	variant  5305/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 47)
		n1 false (test_time = 19.238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433273)
	variant  5306/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 46)
		n1 false (test_time = 18.6803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387694)
	variant  5307/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 45)
		n1 false (test_time = 18.6464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384112)
	variant  5308/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 44)
		n1 false (test_time = 18.8844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378945)
	variant  5309/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 43)
		n1 false (test_time = 18.7687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361718)
	variant  5310/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 42)
		n1 false (test_time = 18.8314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351156)
	variant  5311/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 41)
		n1 false (test_time = 19.2988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356559)
	variant  5312/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 40)
		n1 false (test_time = 19.311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340439)
	variant  5313/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 39)
		n1 false (test_time = 18.597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322853)
	variant  5314/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 38)
		n1 false (test_time = 18.9168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310611)
	variant  5315/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 37)
		n1 false (test_time = 19.0794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305301)
	variant  5316/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 36)
		n1 false (test_time = 18.6934)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302514)
	variant  5317/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 35)
		n1 false (test_time = 19.103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299538)
	variant  5318/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 34)
		n1 false (test_time = 18.6923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279885)
	variant  5319/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 33)
		n1 false (test_time = 18.7191)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268311)
	variant  5320/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 32)
		n1 false (test_time = 19.3532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.277238)
	variant  5321/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 31)
		n1 false (test_time = 18.8575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256036)
	variant  5322/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 30)
		n1 false (test_time = 18.9449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249801)
	variant  5323/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 29)
		n1 false (test_time = 19.0605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23629)
	variant  5324/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 28)
		n1 false (test_time = 18.6687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23025)
	variant  5325/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 27)
		n1 false (test_time = 18.7928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215084)
	variant  5326/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.2894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233114)
	variant  5327/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 25)
		n1 false (test_time = 19.602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219819)
	variant  5328/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 24)
		n1 false (test_time = 18.8613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189912)
	variant  5329/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 23)
		n1 false (test_time = 19.1316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189244)
	variant  5330/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 22)
		n1 false (test_time = 18.8296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174643)
	variant  5331/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 21)
		n1 false (test_time = 18.853)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170309)
	variant  5332/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 20)
		n1 false (test_time = 19.092)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166021)
	variant  5333/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 19)
		n1 false (test_time = 18.6642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147433)
	variant  5334/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 18)
		n1 false (test_time = 18.7152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136195)
	variant  5335/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 17)
		n1 false (test_time = 18.6185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135446)
	variant  5336/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 16)
		n1 false (test_time = 19.3827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129019)
	variant  5337/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.2431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114895)
	variant  5338/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 14)
		n1 false (test_time = 18.7097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.103982)
	variant  5339/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 13)
		n1 false (test_time = 18.597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0952899)
	variant  5340/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 12)
		n1 false (test_time = 18.8161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0818441)
	variant  5341/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 11)
		n1 false (test_time = 18.6927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0725851)
	variant  5342/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 10)
		n1 false (test_time = 19.3554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0638542)
	variant  5343/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 9)
		n1 false (test_time = 19.134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055028)
	variant  5344/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 8)
		n1 false (test_time = 18.6792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045557)
	variant  5345/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 7)
		n1 false (test_time = 18.7662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037132)
	variant  5346/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 6)
		n1 false (test_time = 18.5274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0274711)
	variant  5347/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 5)
		n1 false (test_time = 18.4625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019479)
	variant  5348/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 4)
		n1 false (test_time = 18.7243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.009758)
	variant  5349/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 3)
		n1 false (test_time = 18.5541)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5350/57423 = ?(1,a(8372,7939)) ?(2,a(8372,7937)) ?(3,a(8372,4493)) ?(4,a(8372,4388)) ?(5,a(8372,4173)) ?(6,a(8372,3694)) ?(7,a(8372,3629)) ?(8,a(8372,2688)) ?(9,a(8371,8431)) ?(10,a(8371,8430)) ?(11,a(8371,8429)) ?(12,a(8371,8428)) ?(13,a(8371,8426)) ?(14,a(8371,8425)) ?(15,a(8371,8424)) ?(16,a(8371,8391)) ?(17,a(8371,8389)) ?(18,a(8371,8386)) ?(19,a(8371,8385)) ?(20,a(8371,8384)) ?(21,a(8371,8351)) ?(22,a(8371,8349)) ?(23,a(8371,8346)) ?(24,a(8371,8345)) ?(25,a(8371,8344)) ?(26,a(8371,8343)) ?(27,a(8371,8342)) ?(28,a(8371,8341)) ?(29,a(8371,8340)) ?(30,a(8371,8339)) ?(31,a(8371,8306)) ?(32,a(8371,8304)) ?(33,a(8371,8301)) ?(34,a(8371,8268)) ?(35,a(8371,8266)) ?(36,a(8371,8263)) ?(37,a(8371,8262)) ?(38,a(8371,8261)) ?(39,a(8371,8260)) ?(40,a(8371,8259)) ?(41,a(8371,8258)) ?(42,a(8371,8225)) ?(43,a(8371,8223)) ?(44,a(8371,8220)) ?(45,a(8371,8219)) ?(46,a(8371,8218)) ?(47,a(8371,8217)) ?(48,a(8371,8216)) ?(49,a(8371,8215)) ?(50,a(8371,8214))  (7831 tests, cond 2)
		n1 false (test_time = 18.9135)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 474.486)
search: ww_adaptive: found best (time_taken = 0.445337)
	variant  5351/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.0206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435267)
	variant  5352/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 50)
		n1 false (test_time = 18.9074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439845)
	variant  5353/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 49)
		n1 false (test_time = 18.6383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419954)
	variant  5354/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 48)
		n1 false (test_time = 18.5553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407071)
	variant  5355/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 47)
		n1 false (test_time = 18.5573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399335)
	variant  5356/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 46)
		n1 false (test_time = 18.8219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408532)
	variant  5357/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 45)
		n1 false (test_time = 18.9527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399781)
	variant  5358/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 44)
		n1 false (test_time = 18.6432)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369712)
	variant  5359/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 43)
		n1 false (test_time = 18.3425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367722)
	variant  5360/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 42)
		n1 false (test_time = 18.8362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4029)
	variant  5361/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 41)
		n1 false (test_time = 18.9416)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347917)
	variant  5362/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 40)
		n1 false (test_time = 18.8316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334369)
	variant  5363/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 39)
		n1 false (test_time = 18.8502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322911)
	variant  5364/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 38)
		n1 false (test_time = 19.4264)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324915)
	variant  5365/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 37)
		n1 false (test_time = 18.6771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304193)
	variant  5366/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 36)
		n1 false (test_time = 18.6302)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298264)
	variant  5367/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 35)
		n1 false (test_time = 18.8306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287173)
	variant  5368/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 34)
		n1 false (test_time = 18.6419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282763)
	variant  5369/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 33)
		n1 false (test_time = 18.7123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27144)
	variant  5370/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 32)
		n1 false (test_time = 19.0033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259748)
	variant  5371/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 31)
		n1 false (test_time = 18.6135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251938)
	variant  5372/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 30)
		n1 false (test_time = 18.9772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259848)
	variant  5373/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 29)
		n1 false (test_time = 19.2619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230794)
	variant  5374/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 28)
		n1 false (test_time = 18.889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226894)
	variant  5375/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 27)
		n1 false (test_time = 18.7322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218724)
	variant  5376/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 26)
		n1 false (test_time = 19.0026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209761)
	variant  5377/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 25)
		n1 false (test_time = 18.8082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195998)
	variant  5378/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 24)
		n1 false (test_time = 18.7551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188121)
	variant  5379/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 23)
		n1 false (test_time = 19.2455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187343)
	variant  5380/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 22)
		n1 false (test_time = 19.2052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172856)
	variant  5381/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 21)
		n1 false (test_time = 18.8002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164915)
	variant  5382/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 20)
		n1 false (test_time = 19.0311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154282)
	variant  5383/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 19)
		n1 false (test_time = 19.4624)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152076)
	variant  5384/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 18)
		n1 false (test_time = 18.6384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134484)
	variant  5385/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 17)
		n1 false (test_time = 19.1335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.131403)
	variant  5386/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 16)
		n1 false (test_time = 18.9605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1228)
	variant  5387/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 15)
		n1 false (test_time = 18.5435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117889)
	variant  5388/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 14)
		n1 false (test_time = 19.381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105904)
	variant  5389/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 13)
		n1 false (test_time = 19.0136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0908508)
	variant  5390/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 12)
		n1 false (test_time = 18.7389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081753)
	variant  5391/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 11)
		n1 false (test_time = 19.0501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.079726)
	variant  5392/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 10)
		n1 false (test_time = 18.8516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064007)
	variant  5393/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 9)
		n1 false (test_time = 18.7887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054636)
	variant  5394/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 8)
		n1 false (test_time = 19.3141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048687)
	variant  5395/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 7)
		n1 false (test_time = 19.2488)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0446889)
	variant  5396/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 6)
		n1 false (test_time = 18.8162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028779)
	variant  5397/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 5)
		n1 false (test_time = 19.0983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019191)
	variant  5398/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 4)
		n1 false (test_time = 19.2658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00993705)
	variant  5399/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 3)
		n1 false (test_time = 19.3774)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  5400/57423 = ?(1,a(8371,8213)) ?(2,a(8371,8212)) ?(3,a(8371,8179)) ?(4,a(8371,8177)) ?(5,a(8371,8174)) ?(6,a(8371,8173)) ?(7,a(8371,8172)) ?(8,a(8371,8139)) ?(9,a(8371,8137)) ?(10,a(8371,8134)) ?(11,a(8371,8133)) ?(12,a(8371,8132)) ?(13,a(8371,8099)) ?(14,a(8371,8097)) ?(15,a(8371,8094)) ?(16,a(8371,8093)) ?(17,a(8371,8092)) ?(18,a(8371,8059)) ?(19,a(8371,8057)) ?(20,a(8371,8054)) ?(21,a(8371,8022)) ?(22,a(8371,8020)) ?(23,a(8371,8017)) ?(24,a(8371,7985)) ?(25,a(8371,7983)) ?(26,a(8371,7980)) ?(27,a(8371,7979)) ?(28,a(8371,7947)) ?(29,a(8371,7945)) ?(30,a(8371,7940)) ?(31,a(8371,7939)) ?(32,a(8371,7937)) ?(33,a(8371,4493)) ?(34,a(8371,4388)) ?(35,a(8371,4173)) ?(36,a(8371,3694)) ?(37,a(8371,3629)) ?(38,a(8371,2688)) ?(39,a(8370,8431)) ?(40,a(8370,8430)) ?(41,a(8370,8429)) ?(42,a(8370,8428)) ?(43,a(8370,8426)) ?(44,a(8370,8425)) ?(45,a(8370,8424)) ?(46,a(8370,8391)) ?(47,a(8370,8389)) ?(48,a(8370,8386)) ?(49,a(8370,8385)) ?(50,a(8370,8384))  (7831 tests, cond 2)
		n1 false (test_time = 19.1406)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 471.457)
search: ww_adaptive: found best (time_taken = 0.442204)
	variant  5401/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 1)
		n1 false (test_time = 19.85)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.496813)
	variant  5402/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.0996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432314)
	variant  5403/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 49)
		n1 false (test_time = 18.9444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415826)
	variant  5404/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 48)
		n1 false (test_time = 19.5837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413864)
	variant  5405/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 47)
		n1 false (test_time = 19.1293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420514)
	variant  5406/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 46)
		n1 false (test_time = 19.1024)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388812)
	variant  5407/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 45)
		n1 false (test_time = 18.6211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37735)
	variant  5408/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 44)
		n1 false (test_time = 18.7443)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368836)
	variant  5409/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 43)
		n1 false (test_time = 18.8573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366656)
	variant  5410/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 42)
		n1 false (test_time = 20.078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370388)
	variant  5411/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 41)
		n1 false (test_time = 18.8743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33872)
	variant  5412/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 40)
		n1 false (test_time = 18.6019)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.335679)
	variant  5413/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 39)
		n1 false (test_time = 18.9096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321982)
	variant  5414/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 38)
		n1 false (test_time = 18.6614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311133)
	variant  5415/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 37)
		n1 false (test_time = 18.7272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310074)
	variant  5416/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 36)
		n1 false (test_time = 19.4768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320183)
	variant  5417/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 35)
		n1 false (test_time = 18.7735)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287533)
	variant  5418/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 34)
		n1 false (test_time = 18.5787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279132)
	variant  5419/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 33)
		n1 false (test_time = 18.836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272772)
	variant  5420/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 32)
		n1 false (test_time = 19.0244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281847)
	variant  5421/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 31)
		n1 false (test_time = 18.473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256403)
	variant  5422/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 30)
		n1 false (test_time = 18.6527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240606)
	variant  5423/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 29)
		n1 false (test_time = 18.7477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235219)
	variant  5424/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 28)
		n1 false (test_time = 18.8991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237267)
	variant  5425/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 27)
		n1 false (test_time = 19.044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21578)
	variant  5426/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 26)
		n1 false (test_time = 18.7584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207864)
	variant  5427/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 25)
		n1 false (test_time = 18.669)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196891)
	variant  5428/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 24)
		n1 false (test_time = 18.7579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200003)
	variant  5429/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 23)
		n1 false (test_time = 18.7201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181485)
	variant  5430/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 22)
		n1 false (test_time = 18.8088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173512)
	variant  5431/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 21)
		n1 false (test_time = 18.7986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163297)
	variant  5432/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 20)
		n1 false (test_time = 19.3905)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169013)
	variant  5433/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 19)
		n1 false (test_time = 18.5813)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144167)
	variant  5434/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 18)
		n1 false (test_time = 18.8543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139065)
	variant  5435/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 17)
		n1 false (test_time = 18.7401)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129646)
	variant  5436/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 16)
		n1 false (test_time = 18.7893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119312)
	variant  5437/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 15)
		n1 false (test_time = 18.8501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108194)
	variant  5438/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 14)
		n1 false (test_time = 18.914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100543)
	variant  5439/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 13)
		n1 false (test_time = 18.688)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0911109)
	variant  5440/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 12)
		n1 false (test_time = 19.0317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0899282)
	variant  5441/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 11)
		n1 false (test_time = 19.5845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0790379)
	variant  5442/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 10)
		n1 false (test_time = 19.6495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.070827)
	variant  5443/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 9)
		n1 false (test_time = 19.4508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0537949)
	variant  5444/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 8)
		n1 false (test_time = 18.6306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0468869)
	variant  5445/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 7)
		n1 false (test_time = 18.9562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039186)
	variant  5446/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 6)
		n1 false (test_time = 18.7822)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0271761)
	variant  5447/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 5)
		n1 false (test_time = 19.6103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0184691)
	variant  5448/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 4)
		n1 false (test_time = 18.9664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010426)
	variant  5449/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 3)
		n1 false (test_time = 18.7638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5450/57423 = ?(1,a(8370,8351)) ?(2,a(8370,8349)) ?(3,a(8370,8346)) ?(4,a(8370,8345)) ?(5,a(8370,8344)) ?(6,a(8370,8343)) ?(7,a(8370,8342)) ?(8,a(8370,8341)) ?(9,a(8370,8340)) ?(10,a(8370,8339)) ?(11,a(8370,8306)) ?(12,a(8370,8304)) ?(13,a(8370,8301)) ?(14,a(8370,8268)) ?(15,a(8370,8266)) ?(16,a(8370,8263)) ?(17,a(8370,8262)) ?(18,a(8370,8261)) ?(19,a(8370,8260)) ?(20,a(8370,8259)) ?(21,a(8370,8258)) ?(22,a(8370,8225)) ?(23,a(8370,8223)) ?(24,a(8370,8220)) ?(25,a(8370,8219)) ?(26,a(8370,8218)) ?(27,a(8370,8217)) ?(28,a(8370,8216)) ?(29,a(8370,8215)) ?(30,a(8370,8214)) ?(31,a(8370,8213)) ?(32,a(8370,8212)) ?(33,a(8370,8179)) ?(34,a(8370,8177)) ?(35,a(8370,8174)) ?(36,a(8370,8173)) ?(37,a(8370,8172)) ?(38,a(8370,8139)) ?(39,a(8370,8137)) ?(40,a(8370,8134)) ?(41,a(8370,8133)) ?(42,a(8370,8132)) ?(43,a(8370,8099)) ?(44,a(8370,8097)) ?(45,a(8370,8094)) ?(46,a(8370,8093)) ?(47,a(8370,8092)) ?(48,a(8370,8059)) ?(49,a(8370,8057)) ?(50,a(8370,8054))  (7831 tests, cond 2)
		n1 false (test_time = 18.8946)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.444)
search: ww_adaptive: found best (time_taken = 0.439381)
	variant  5451/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 1)
		n1 false (test_time = 19.2908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429941)
	variant  5452/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 50)
		n1 false (test_time = 18.8055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418519)
	variant  5453/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 49)
		n1 false (test_time = 19.2175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435657)
	variant  5454/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 48)
		n1 false (test_time = 19.0095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415253)
	variant  5455/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 47)
		n1 false (test_time = 18.7848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396772)
	variant  5456/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 46)
		n1 false (test_time = 18.9481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388782)
	variant  5457/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 45)
		n1 false (test_time = 18.7259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379025)
	variant  5458/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 44)
		n1 false (test_time = 18.7297)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37141)
	variant  5459/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 43)
		n1 false (test_time = 18.9564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366196)
	variant  5460/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 42)
		n1 false (test_time = 18.7051)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349859)
	variant  5461/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 41)
		n1 false (test_time = 18.7257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340534)
	variant  5462/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 40)
		n1 false (test_time = 19.2978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341412)
	variant  5463/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 39)
		n1 false (test_time = 18.7909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331289)
	variant  5464/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 38)
		n1 false (test_time = 18.656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313668)
	variant  5465/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 37)
		n1 false (test_time = 19.035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310624)
	variant  5466/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 36)
		n1 false (test_time = 18.8711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297735)
	variant  5467/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 35)
		n1 false (test_time = 18.8125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287735)
	variant  5468/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 34)
		n1 false (test_time = 19.1199)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297801)
	variant  5469/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 33)
		n1 false (test_time = 19.1645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279593)
	variant  5470/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 32)
		n1 false (test_time = 19.0447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26186)
	variant  5471/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 31)
		n1 false (test_time = 18.8887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260539)
	variant  5472/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 30)
		n1 false (test_time = 18.6492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248612)
	variant  5473/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.4258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24004)
	variant  5474/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 28)
		n1 false (test_time = 18.5776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228635)
	variant  5475/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 27)
		n1 false (test_time = 18.7195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218407)
	variant  5476/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 26)
		n1 false (test_time = 18.8579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208686)
	variant  5477/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 25)
		n1 false (test_time = 19.2027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21934)
	variant  5478/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 24)
		n1 false (test_time = 18.9244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187544)
	variant  5479/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 23)
		n1 false (test_time = 18.948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189525)
	variant  5480/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 22)
		n1 false (test_time = 19.006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189434)
	variant  5481/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 21)
		n1 false (test_time = 18.9829)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169816)
	variant  5482/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 20)
		n1 false (test_time = 18.7925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155756)
	variant  5483/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 19)
		n1 false (test_time = 18.9963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149133)
	variant  5484/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 18)
		n1 false (test_time = 19.748)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1545)
	variant  5485/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 17)
		n1 false (test_time = 18.855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138579)
	variant  5486/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 16)
		n1 false (test_time = 18.951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126463)
	variant  5487/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 15)
		n1 false (test_time = 18.7237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109334)
	variant  5488/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 14)
		n1 false (test_time = 18.4061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099782)
	variant  5489/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 13)
		n1 false (test_time = 18.4201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0938559)
	variant  5490/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 12)
		n1 false (test_time = 19.0815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085007)
	variant  5491/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 11)
		n1 false (test_time = 18.7704)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.075083)
	variant  5492/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 10)
		n1 false (test_time = 18.7531)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0647142)
	variant  5493/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 9)
		n1 false (test_time = 19.0056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0551021)
	variant  5494/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 8)
		n1 false (test_time = 18.8016)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04615)
	variant  5495/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 7)
		n1 false (test_time = 18.99)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039135)
	variant  5496/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 6)
		n1 false (test_time = 18.9538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0309482)
	variant  5497/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 5)
		n1 false (test_time = 18.9608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.01965)
	variant  5498/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 4)
		n1 false (test_time = 18.8338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00983787)
	variant  5499/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 3)
		n1 false (test_time = 19.0526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  5500/57423 = ?(1,a(8370,8022)) ?(2,a(8370,8020)) ?(3,a(8370,8017)) ?(4,a(8370,7985)) ?(5,a(8370,7983)) ?(6,a(8370,7980)) ?(7,a(8370,7979)) ?(8,a(8370,7947)) ?(9,a(8370,7945)) ?(10,a(8370,7940)) ?(11,a(8370,7939)) ?(12,a(8370,7937)) ?(13,a(8370,4493)) ?(14,a(8370,4388)) ?(15,a(8370,4173)) ?(16,a(8370,3694)) ?(17,a(8370,3629)) ?(18,a(8370,2688)) ?(19,a(8369,8431)) ?(20,a(8369,8430)) ?(21,a(8369,8429)) ?(22,a(8369,8428)) ?(23,a(8369,8426)) ?(24,a(8369,8425)) ?(25,a(8369,8424)) ?(26,a(8369,8391)) ?(27,a(8369,8389)) ?(28,a(8369,8386)) ?(29,a(8369,8385)) ?(30,a(8369,8384)) ?(31,a(8369,8351)) ?(32,a(8369,8349)) ?(33,a(8369,8346)) ?(34,a(8369,8345)) ?(35,a(8369,8344)) ?(36,a(8369,8343)) ?(37,a(8369,8342)) ?(38,a(8369,8341)) ?(39,a(8369,8340)) ?(40,a(8369,8339)) ?(41,a(8369,8306)) ?(42,a(8369,8304)) ?(43,a(8369,8301)) ?(44,a(8369,8268)) ?(45,a(8369,8266)) ?(46,a(8369,8263)) ?(47,a(8369,8262)) ?(48,a(8369,8261)) ?(49,a(8369,8260)) ?(50,a(8369,8259))  (7831 tests, cond 2)
		n1 false (test_time = 19.3969)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 471.533)
search: ww_adaptive: found best (time_taken = 0.443317)
	variant  5501/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 1)
		n1 false (test_time = 19.1174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.434332)
	variant  5502/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 50)
		n1 false (test_time = 18.8833)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462063)
	variant  5503/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 49)
		n1 false (test_time = 19.0404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411258)
	variant  5504/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 48)
		n1 false (test_time = 18.7794)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40724)
	variant  5505/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 47)
		n1 false (test_time = 18.4963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408396)
	variant  5506/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 46)
		n1 false (test_time = 19.8205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422194)
	variant  5507/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 45)
		n1 false (test_time = 18.5222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373859)
	variant  5508/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 44)
		n1 false (test_time = 18.527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371238)
	variant  5509/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 43)
		n1 false (test_time = 18.4635)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35878)
	variant  5510/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 42)
		n1 false (test_time = 18.7088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359143)
	variant  5511/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 41)
		n1 false (test_time = 18.7424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340678)
	variant  5512/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 40)
		n1 false (test_time = 18.6699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338407)
	variant  5513/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 39)
		n1 false (test_time = 18.6282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324753)
	variant  5514/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 38)
		n1 false (test_time = 18.6558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32257)
	variant  5515/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 37)
		n1 false (test_time = 19.1731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304787)
	variant  5516/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 36)
		n1 false (test_time = 19.1143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326356)
	variant  5517/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 35)
		n1 false (test_time = 18.7201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289599)
	variant  5518/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 34)
		n1 false (test_time = 18.8495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287915)
	variant  5519/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 33)
		n1 false (test_time = 18.6197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267285)
	variant  5520/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 32)
		n1 false (test_time = 18.7652)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261571)
	variant  5521/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.3983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286642)
	variant  5522/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 30)
		n1 false (test_time = 19.2225)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257783)
	variant  5523/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 29)
		n1 false (test_time = 18.7699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234781)
	variant  5524/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 28)
		n1 false (test_time = 18.8286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225603)
	variant  5525/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 27)
		n1 false (test_time = 18.8425)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218183)
	variant  5526/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 26)
		n1 false (test_time = 18.5012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210736)
	variant  5527/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 25)
		n1 false (test_time = 18.6996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19912)
	variant  5528/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 24)
		n1 false (test_time = 18.5387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189634)
	variant  5529/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 23)
		n1 false (test_time = 18.8279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186467)
	variant  5530/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 22)
		n1 false (test_time = 19.4978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175267)
	variant  5531/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 21)
		n1 false (test_time = 18.6776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162696)
	variant  5532/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 20)
		n1 false (test_time = 18.8417)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154893)
	variant  5533/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.2563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.159385)
	variant  5534/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 18)
		n1 false (test_time = 18.868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135949)
	variant  5535/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 17)
		n1 false (test_time = 19.1622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.133892)
	variant  5536/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 16)
		n1 false (test_time = 19.1046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127122)
	variant  5537/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 15)
		n1 false (test_time = 19.3529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121836)
	variant  5538/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 14)
		n1 false (test_time = 18.7939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100451)
	variant  5539/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 13)
		n1 false (test_time = 18.9956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.090662)
	variant  5540/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 12)
		n1 false (test_time = 19.1506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0845931)
	variant  5541/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 11)
		n1 false (test_time = 18.7383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0760682)
	variant  5542/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 10)
		n1 false (test_time = 18.4439)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.065897)
	variant  5543/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 9)
		n1 false (test_time = 18.8043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0546331)
	variant  5544/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 8)
		n1 false (test_time = 18.8226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045994)
	variant  5545/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 7)
		n1 false (test_time = 19.5513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0452719)
	variant  5546/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 6)
		n1 false (test_time = 19.5453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.030627)
	variant  5547/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 5)
		n1 false (test_time = 19.2063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0201521)
	variant  5548/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 4)
		n1 false (test_time = 18.8002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010232)
	variant  5549/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 3)
		n1 false (test_time = 18.818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.90735e-05)
	variant  5550/57423 = ?(1,a(8369,8258)) ?(2,a(8369,8225)) ?(3,a(8369,8223)) ?(4,a(8369,8220)) ?(5,a(8369,8219)) ?(6,a(8369,8218)) ?(7,a(8369,8217)) ?(8,a(8369,8216)) ?(9,a(8369,8215)) ?(10,a(8369,8214)) ?(11,a(8369,8213)) ?(12,a(8369,8212)) ?(13,a(8369,8179)) ?(14,a(8369,8177)) ?(15,a(8369,8174)) ?(16,a(8369,8173)) ?(17,a(8369,8172)) ?(18,a(8369,8139)) ?(19,a(8369,8137)) ?(20,a(8369,8134)) ?(21,a(8369,8133)) ?(22,a(8369,8132)) ?(23,a(8369,8099)) ?(24,a(8369,8097)) ?(25,a(8369,8094)) ?(26,a(8369,8093)) ?(27,a(8369,8092)) ?(28,a(8369,8059)) ?(29,a(8369,8057)) ?(30,a(8369,8054)) ?(31,a(8369,8022)) ?(32,a(8369,8020)) ?(33,a(8369,8017)) ?(34,a(8369,7985)) ?(35,a(8369,7983)) ?(36,a(8369,7980)) ?(37,a(8369,7979)) ?(38,a(8369,7947)) ?(39,a(8369,7945)) ?(40,a(8369,7940)) ?(41,a(8369,7939)) ?(42,a(8369,7937)) ?(43,a(8369,4493)) ?(44,a(8369,4388)) ?(45,a(8369,4173)) ?(46,a(8369,3694)) ?(47,a(8369,3629)) ?(48,a(8369,2688)) ?(49,a(8368,8431)) ?(50,a(8368,8430))  (7831 tests, cond 2)
		n1 false (test_time = 18.6737)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 470.314)
search: ww_adaptive: found best (time_taken = 0.433757)
	variant  5551/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 1)
		n1 false (test_time = 19.2898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43655)
	variant  5552/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 50)
		n1 false (test_time = 19.4332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453572)
	variant  5553/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 49)
		n1 false (test_time = 18.6914)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42427)
	variant  5554/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 48)
		n1 false (test_time = 18.6578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404744)
	variant  5555/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 47)
		n1 false (test_time = 18.892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401712)
	variant  5556/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 46)
		n1 false (test_time = 18.7533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391805)
	variant  5557/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.3308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378543)
	variant  5558/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 44)
		n1 false (test_time = 19.141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37039)
	variant  5559/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 43)
		n1 false (test_time = 19.1521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374562)
	variant  5560/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 42)
		n1 false (test_time = 18.8205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346505)
	variant  5561/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 41)
		n1 false (test_time = 18.5397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343641)
	variant  5562/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 40)
		n1 false (test_time = 18.4835)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338622)
	variant  5563/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 39)
		n1 false (test_time = 18.9901)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325127)
	variant  5564/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 38)
		n1 false (test_time = 18.8327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312908)
	variant  5565/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 37)
		n1 false (test_time = 18.8081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311157)
	variant  5566/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 36)
		n1 false (test_time = 18.6048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316144)
	variant  5567/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 35)
		n1 false (test_time = 19.0433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312916)
	variant  5568/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 34)
		n1 false (test_time = 19.1464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280241)
	variant  5569/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 33)
		n1 false (test_time = 18.6353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273852)
	variant  5570/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 32)
		n1 false (test_time = 19.0431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290831)
	variant  5571/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 31)
		n1 false (test_time = 18.8027)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259131)
	variant  5572/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 30)
		n1 false (test_time = 18.8611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241417)
	variant  5573/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 29)
		n1 false (test_time = 18.7894)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240481)
	variant  5574/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 28)
		n1 false (test_time = 19.2119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247342)
	variant  5575/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 27)
		n1 false (test_time = 18.9044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215404)
	variant  5576/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 26)
		n1 false (test_time = 18.6509)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209219)
	variant  5577/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 25)
		n1 false (test_time = 18.8661)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203926)
	variant  5578/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 24)
		n1 false (test_time = 19.904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207039)
	variant  5579/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 23)
		n1 false (test_time = 19.5657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205389)
	variant  5580/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 22)
		n1 false (test_time = 19.6093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181248)
	variant  5581/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 21)
		n1 false (test_time = 19.3431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.177241)
	variant  5582/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 20)
		n1 false (test_time = 20.1125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178563)
	variant  5583/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 19)
		n1 false (test_time = 20.0762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16141)
	variant  5584/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 18)
		n1 false (test_time = 19.9492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143733)
	variant  5585/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 17)
		n1 false (test_time = 19.8072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140571)
	variant  5586/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 16)
		n1 false (test_time = 19.4233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136945)
	variant  5587/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 15)
		n1 false (test_time = 19.2651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109379)
	variant  5588/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 14)
		n1 false (test_time = 19.2744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112975)
	variant  5589/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 13)
		n1 false (test_time = 19.1941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.090312)
	variant  5590/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 12)
		n1 false (test_time = 18.9353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0873401)
	variant  5591/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 11)
		n1 false (test_time = 19.3395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083545)
	variant  5592/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 10)
		n1 false (test_time = 18.5795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063822)
	variant  5593/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 9)
		n1 false (test_time = 18.3467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0555971)
	variant  5594/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 8)
		n1 false (test_time = 18.757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.052825)
	variant  5595/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 7)
		n1 false (test_time = 18.7713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.037029)
	variant  5596/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 6)
		n1 false (test_time = 18.9143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0274489)
	variant  5597/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 5)
		n1 false (test_time = 18.8452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185618)
	variant  5598/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 4)
		n1 false (test_time = 19.0563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0127451)
	variant  5599/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 3)
		n1 false (test_time = 18.9913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5600/57423 = ?(1,a(8368,8429)) ?(2,a(8368,8428)) ?(3,a(8368,8426)) ?(4,a(8368,8425)) ?(5,a(8368,8424)) ?(6,a(8368,8391)) ?(7,a(8368,8389)) ?(8,a(8368,8386)) ?(9,a(8368,8385)) ?(10,a(8368,8384)) ?(11,a(8368,8351)) ?(12,a(8368,8349)) ?(13,a(8368,8346)) ?(14,a(8368,8345)) ?(15,a(8368,8344)) ?(16,a(8368,8343)) ?(17,a(8368,8342)) ?(18,a(8368,8341)) ?(19,a(8368,8340)) ?(20,a(8368,8339)) ?(21,a(8368,8306)) ?(22,a(8368,8304)) ?(23,a(8368,8301)) ?(24,a(8368,8268)) ?(25,a(8368,8266)) ?(26,a(8368,8263)) ?(27,a(8368,8262)) ?(28,a(8368,8261)) ?(29,a(8368,8260)) ?(30,a(8368,8259)) ?(31,a(8368,8258)) ?(32,a(8368,8225)) ?(33,a(8368,8223)) ?(34,a(8368,8220)) ?(35,a(8368,8219)) ?(36,a(8368,8218)) ?(37,a(8368,8217)) ?(38,a(8368,8216)) ?(39,a(8368,8215)) ?(40,a(8368,8214)) ?(41,a(8368,8213)) ?(42,a(8368,8212)) ?(43,a(8368,8179)) ?(44,a(8368,8177)) ?(45,a(8368,8174)) ?(46,a(8368,8173)) ?(47,a(8368,8172)) ?(48,a(8368,8139)) ?(49,a(8368,8137)) ?(50,a(8368,8134))  (7831 tests, cond 2)
		n1 false (test_time = 19.2765)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 474.911)
search: ww_adaptive: found best (time_taken = 0.447375)
	variant  5601/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.5979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438628)
	variant  5602/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 50)
		n1 false (test_time = 18.7776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44397)
	variant  5603/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 49)
		n1 false (test_time = 18.7598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416237)
	variant  5604/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 48)
		n1 false (test_time = 18.7656)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408406)
	variant  5605/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 47)
		n1 false (test_time = 18.6595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395823)
	variant  5606/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 46)
		n1 false (test_time = 18.6878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405086)
	variant  5607/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.0793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380037)
	variant  5608/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 44)
		n1 false (test_time = 19.2728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400635)
	variant  5609/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 43)
		n1 false (test_time = 18.9522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366274)
	variant  5610/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 42)
		n1 false (test_time = 19.5923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39126)
	variant  5611/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 41)
		n1 false (test_time = 19.6271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343995)
	variant  5612/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 40)
		n1 false (test_time = 18.8941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331363)
	variant  5613/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 39)
		n1 false (test_time = 18.7539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324957)
	variant  5614/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 38)
		n1 false (test_time = 18.5733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315133)
	variant  5615/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 37)
		n1 false (test_time = 18.4682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324762)
	variant  5616/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 36)
		n1 false (test_time = 19.0891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311803)
	variant  5617/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 35)
		n1 false (test_time = 18.7532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289992)
	variant  5618/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 34)
		n1 false (test_time = 18.7486)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280077)
	variant  5619/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 33)
		n1 false (test_time = 19.1428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278185)
	variant  5620/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 32)
		n1 false (test_time = 18.9084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262185)
	variant  5621/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 31)
		n1 false (test_time = 18.7875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250932)
	variant  5622/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.6478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244536)
	variant  5623/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 29)
		n1 false (test_time = 19.0114)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260745)
	variant  5624/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 28)
		n1 false (test_time = 19.1785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.232975)
	variant  5625/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 27)
		n1 false (test_time = 19.2495)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243967)
	variant  5626/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 26)
		n1 false (test_time = 19.5569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226101)
	variant  5627/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 25)
		n1 false (test_time = 19.3237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21004)
	variant  5628/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.2415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205154)
	variant  5629/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 23)
		n1 false (test_time = 18.5922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180092)
	variant  5630/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 22)
		n1 false (test_time = 18.8452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173827)
	variant  5631/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.4627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.172344)
	variant  5632/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 20)
		n1 false (test_time = 18.6828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161136)
	variant  5633/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 19)
		n1 false (test_time = 18.6931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143648)
	variant  5634/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.4033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147332)
	variant  5635/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 17)
		n1 false (test_time = 19.2348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128585)
	variant  5636/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 16)
		n1 false (test_time = 19.6112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11948)
	variant  5637/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.3698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122252)
	variant  5638/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 14)
		n1 false (test_time = 19.1803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104044)
	variant  5639/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 13)
		n1 false (test_time = 18.983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0912778)
	variant  5640/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 12)
		n1 false (test_time = 19.8375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.088984)
	variant  5641/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 11)
		n1 false (test_time = 19.725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0747068)
	variant  5642/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 10)
		n1 false (test_time = 19.0961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064182)
	variant  5643/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 9)
		n1 false (test_time = 19.2423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0616689)
	variant  5644/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.0875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0460098)
	variant  5645/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 7)
		n1 false (test_time = 19.006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.036854)
	variant  5646/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.5611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0286381)
	variant  5647/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 5)
		n1 false (test_time = 18.1687)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019078)
	variant  5648/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 4)
		n1 false (test_time = 18.8421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0101058)
	variant  5649/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 3)
		n1 false (test_time = 19.2628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  5650/57423 = ?(1,a(8368,8133)) ?(2,a(8368,8132)) ?(3,a(8368,8099)) ?(4,a(8368,8097)) ?(5,a(8368,8094)) ?(6,a(8368,8093)) ?(7,a(8368,8092)) ?(8,a(8368,8059)) ?(9,a(8368,8057)) ?(10,a(8368,8054)) ?(11,a(8368,8022)) ?(12,a(8368,8020)) ?(13,a(8368,8017)) ?(14,a(8368,7985)) ?(15,a(8368,7983)) ?(16,a(8368,7980)) ?(17,a(8368,7979)) ?(18,a(8368,7947)) ?(19,a(8368,7945)) ?(20,a(8368,7940)) ?(21,a(8368,7939)) ?(22,a(8368,7937)) ?(23,a(8368,4493)) ?(24,a(8368,4388)) ?(25,a(8368,4173)) ?(26,a(8368,3694)) ?(27,a(8368,3629)) ?(28,a(8368,2688)) ?(29,a(8367,8431)) ?(30,a(8367,8430)) ?(31,a(8367,8429)) ?(32,a(8367,8428)) ?(33,a(8367,8426)) ?(34,a(8367,8425)) ?(35,a(8367,8424)) ?(36,a(8367,8391)) ?(37,a(8367,8389)) ?(38,a(8367,8386)) ?(39,a(8367,8385)) ?(40,a(8367,8384)) ?(41,a(8367,8351)) ?(42,a(8367,8349)) ?(43,a(8367,8346)) ?(44,a(8367,8345)) ?(45,a(8367,8344)) ?(46,a(8367,8343)) ?(47,a(8367,8342)) ?(48,a(8367,8341)) ?(49,a(8367,8340)) ?(50,a(8367,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.3296)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.716)
search: ww_adaptive: found best (time_taken = 0.436062)
	variant  5651/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 1)
		n1 false (test_time = 19.3094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432269)
	variant  5652/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 50)
		n1 false (test_time = 18.7206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427861)
	variant  5653/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 49)
		n1 false (test_time = 19.4231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439405)
	variant  5654/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 48)
		n1 false (test_time = 18.7677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40287)
	variant  5655/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 47)
		n1 false (test_time = 18.9056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401312)
	variant  5656/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 46)
		n1 false (test_time = 20.1313)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403339)
	variant  5657/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 45)
		n1 false (test_time = 19.535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41012)
	variant  5658/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 44)
		n1 false (test_time = 18.8398)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399974)
	variant  5659/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 43)
		n1 false (test_time = 19.6879)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372018)
	variant  5660/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 42)
		n1 false (test_time = 18.9451)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358821)
	variant  5661/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 41)
		n1 false (test_time = 20.0064)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363009)
	variant  5662/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 40)
		n1 false (test_time = 19.6175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346414)
	variant  5663/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 39)
		n1 false (test_time = 19.8866)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327561)
	variant  5664/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 38)
		n1 false (test_time = 18.8887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326035)
	variant  5665/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19.3257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321303)
	variant  5666/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 36)
		n1 false (test_time = 18.938)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.302738)
	variant  5667/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 35)
		n1 false (test_time = 18.3119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297194)
	variant  5668/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 34)
		n1 false (test_time = 18.857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280381)
	variant  5669/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 33)
		n1 false (test_time = 18.5803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273034)
	variant  5670/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 32)
		n1 false (test_time = 19.9096)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263321)
	variant  5671/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 31)
		n1 false (test_time = 18.52)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252238)
	variant  5672/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 30)
		n1 false (test_time = 18.7418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242989)
	variant  5673/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 29)
		n1 false (test_time = 18.8011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.249244)
	variant  5674/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.4731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230092)
	variant  5675/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 27)
		n1 false (test_time = 18.6218)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219617)
	variant  5676/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 26)
		n1 false (test_time = 19.4705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214983)
	variant  5677/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 25)
		n1 false (test_time = 18.6037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214811)
	variant  5678/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 24)
		n1 false (test_time = 18.6316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189815)
	variant  5679/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 23)
		n1 false (test_time = 18.7728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184433)
	variant  5680/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 22)
		n1 false (test_time = 19.3937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171791)
	variant  5681/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 21)
		n1 false (test_time = 18.4269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.166593)
	variant  5682/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 20)
		n1 false (test_time = 18.2387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.154657)
	variant  5683/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 19)
		n1 false (test_time = 18.8252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156432)
	variant  5684/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 18)
		n1 false (test_time = 18.8164)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144324)
	variant  5685/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 17)
		n1 false (test_time = 19.1047)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134744)
	variant  5686/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 16)
		n1 false (test_time = 20.0585)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125854)
	variant  5687/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 15)
		n1 false (test_time = 18.8503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109392)
	variant  5688/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 14)
		n1 false (test_time = 18.6781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0998011)
	variant  5689/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 13)
		n1 false (test_time = 18.9898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101268)
	variant  5690/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 12)
		n1 false (test_time = 18.6349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081641)
	variant  5691/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 11)
		n1 false (test_time = 18.5677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.07249)
	variant  5692/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 10)
		n1 false (test_time = 18.6951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063895)
	variant  5693/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 9)
		n1 false (test_time = 19.0412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0624549)
	variant  5694/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 8)
		n1 false (test_time = 18.7946)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0455348)
	variant  5695/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 7)
		n1 false (test_time = 18.7874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0366211)
	variant  5696/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 6)
		n1 false (test_time = 18.5718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0274119)
	variant  5697/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 5)
		n1 false (test_time = 18.5958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0223091)
	variant  5698/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 4)
		n1 false (test_time = 18.6994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010216)
	variant  5699/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 3)
		n1 false (test_time = 18.7578)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5700/57423 = ?(1,a(8367,8306)) ?(2,a(8367,8304)) ?(3,a(8367,8301)) ?(4,a(8367,8268)) ?(5,a(8367,8266)) ?(6,a(8367,8263)) ?(7,a(8367,8262)) ?(8,a(8367,8261)) ?(9,a(8367,8260)) ?(10,a(8367,8259)) ?(11,a(8367,8258)) ?(12,a(8367,8225)) ?(13,a(8367,8223)) ?(14,a(8367,8220)) ?(15,a(8367,8219)) ?(16,a(8367,8218)) ?(17,a(8367,8217)) ?(18,a(8367,8216)) ?(19,a(8367,8215)) ?(20,a(8367,8214)) ?(21,a(8367,8213)) ?(22,a(8367,8212)) ?(23,a(8367,8179)) ?(24,a(8367,8177)) ?(25,a(8367,8174)) ?(26,a(8367,8173)) ?(27,a(8367,8172)) ?(28,a(8367,8139)) ?(29,a(8367,8137)) ?(30,a(8367,8134)) ?(31,a(8367,8133)) ?(32,a(8367,8132)) ?(33,a(8367,8099)) ?(34,a(8367,8097)) ?(35,a(8367,8094)) ?(36,a(8367,8093)) ?(37,a(8367,8092)) ?(38,a(8367,8059)) ?(39,a(8367,8057)) ?(40,a(8367,8054)) ?(41,a(8367,8022)) ?(42,a(8367,8020)) ?(43,a(8367,8017)) ?(44,a(8367,7985)) ?(45,a(8367,7983)) ?(46,a(8367,7980)) ?(47,a(8367,7979)) ?(48,a(8367,7947)) ?(49,a(8367,7945)) ?(50,a(8367,7940))  (7831 tests, cond 2)
		n1 false (test_time = 18.5479)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 466.455)
search: ww_adaptive: found best (time_taken = 0.443131)
	variant  5701/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 1)
		n1 false (test_time = 19.7776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436882)
	variant  5702/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 50)
		n1 false (test_time = 18.8834)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427201)
	variant  5703/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 49)
		n1 false (test_time = 18.9349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41778)
	variant  5704/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 48)
		n1 false (test_time = 18.7005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403679)
	variant  5705/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 47)
		n1 false (test_time = 18.9203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406658)
	variant  5706/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 46)
		n1 false (test_time = 18.6665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.385199)
	variant  5707/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 45)
		n1 false (test_time = 18.5306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378597)
	variant  5708/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 44)
		n1 false (test_time = 19.0153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389273)
	variant  5709/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 43)
		n1 false (test_time = 18.6128)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360729)
	variant  5710/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 42)
		n1 false (test_time = 18.867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351147)
	variant  5711/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 41)
		n1 false (test_time = 18.6211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343411)
	variant  5712/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 40)
		n1 false (test_time = 19.2111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331523)
	variant  5713/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 39)
		n1 false (test_time = 18.625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326198)
	variant  5714/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 38)
		n1 false (test_time = 18.831)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327439)
	variant  5715/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 37)
		n1 false (test_time = 19.5628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.325951)
	variant  5716/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 36)
		n1 false (test_time = 18.8787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296972)
	variant  5717/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 35)
		n1 false (test_time = 18.9567)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307877)
	variant  5718/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 34)
		n1 false (test_time = 19.1195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283838)
	variant  5719/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 33)
		n1 false (test_time = 19.0055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284263)
	variant  5720/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 32)
		n1 false (test_time = 18.8346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290612)
	variant  5721/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 31)
		n1 false (test_time = 19.0991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255764)
	variant  5722/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 30)
		n1 false (test_time = 19.0714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261347)
	variant  5723/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 29)
		n1 false (test_time = 18.7244)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235372)
	variant  5724/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 28)
		n1 false (test_time = 19.0189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226661)
	variant  5725/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 27)
		n1 false (test_time = 18.7876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219915)
	variant  5726/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.3453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208785)
	variant  5727/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 25)
		n1 false (test_time = 18.7942)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198686)
	variant  5728/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 24)
		n1 false (test_time = 18.6192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191502)
	variant  5729/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 23)
		n1 false (test_time = 18.6973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179078)
	variant  5730/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 22)
		n1 false (test_time = 18.8784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178016)
	variant  5731/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 21)
		n1 false (test_time = 19.2278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167841)
	variant  5732/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 20)
		n1 false (test_time = 18.681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156858)
	variant  5733/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 19)
		n1 false (test_time = 18.2923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143935)
	variant  5734/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 18)
		n1 false (test_time = 18.5712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136024)
	variant  5735/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 17)
		n1 false (test_time = 18.3921)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13105)
	variant  5736/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 16)
		n1 false (test_time = 18.9342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123583)
	variant  5737/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.0469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111431)
	variant  5738/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 14)
		n1 false (test_time = 18.4728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099153)
	variant  5739/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 13)
		n1 false (test_time = 18.4959)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0908909)
	variant  5740/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 12)
		n1 false (test_time = 18.6307)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081255)
	variant  5741/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 11)
		n1 false (test_time = 18.7102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072042)
	variant  5742/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 10)
		n1 false (test_time = 18.7788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0636439)
	variant  5743/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 9)
		n1 false (test_time = 18.7168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0541332)
	variant  5744/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 8)
		n1 false (test_time = 18.6183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046226)
	variant  5745/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 7)
		n1 false (test_time = 18.3707)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0363939)
	variant  5746/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 6)
		n1 false (test_time = 18.625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0287631)
	variant  5747/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 5)
		n1 false (test_time = 18.2428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0187221)
	variant  5748/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 4)
		n1 false (test_time = 18.4709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010036)
	variant  5749/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 3)
		n1 false (test_time = 18.379)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5750/57423 = ?(1,a(8367,7939)) ?(2,a(8367,7937)) ?(3,a(8367,4493)) ?(4,a(8367,4388)) ?(5,a(8367,4173)) ?(6,a(8367,3694)) ?(7,a(8367,3629)) ?(8,a(8367,2688)) ?(9,a(8366,8431)) ?(10,a(8366,8430)) ?(11,a(8366,8429)) ?(12,a(8366,8428)) ?(13,a(8366,8426)) ?(14,a(8366,8425)) ?(15,a(8366,8424)) ?(16,a(8366,8391)) ?(17,a(8366,8389)) ?(18,a(8366,8386)) ?(19,a(8366,8385)) ?(20,a(8366,8384)) ?(21,a(8366,8351)) ?(22,a(8366,8349)) ?(23,a(8366,8346)) ?(24,a(8366,8345)) ?(25,a(8366,8344)) ?(26,a(8366,8343)) ?(27,a(8366,8342)) ?(28,a(8366,8341)) ?(29,a(8366,8340)) ?(30,a(8366,8339)) ?(31,a(8366,8306)) ?(32,a(8366,8304)) ?(33,a(8366,8301)) ?(34,a(8366,8268)) ?(35,a(8366,8266)) ?(36,a(8366,8263)) ?(37,a(8366,8262)) ?(38,a(8366,8261)) ?(39,a(8366,8260)) ?(40,a(8366,8259)) ?(41,a(8366,8258)) ?(42,a(8366,8225)) ?(43,a(8366,8223)) ?(44,a(8366,8220)) ?(45,a(8366,8219)) ?(46,a(8366,8218)) ?(47,a(8366,8217)) ?(48,a(8366,8216)) ?(49,a(8366,8215)) ?(50,a(8366,8214))  (7831 tests, cond 2)
		n1 false (test_time = 18.6612)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 465.537)
search: ww_adaptive: found best (time_taken = 0.439079)
	variant  5751/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.0689)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428326)
	variant  5752/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 50)
		n1 false (test_time = 18.7135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429969)
	variant  5753/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 49)
		n1 false (test_time = 18.1414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415514)
	variant  5754/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 48)
		n1 false (test_time = 18.368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404225)
	variant  5755/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 47)
		n1 false (test_time = 18.3363)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406779)
	variant  5756/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 46)
		n1 false (test_time = 18.6955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388855)
	variant  5757/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 45)
		n1 false (test_time = 19.4239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379441)
	variant  5758/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 44)
		n1 false (test_time = 18.1827)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367052)
	variant  5759/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 43)
		n1 false (test_time = 18.6608)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.358533)
	variant  5760/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 42)
		n1 false (test_time = 18.7052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352066)
	variant  5761/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 41)
		n1 false (test_time = 18.6919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.347297)
	variant  5762/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 40)
		n1 false (test_time = 18.8121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331519)
	variant  5763/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 39)
		n1 false (test_time = 18.5418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321627)
	variant  5764/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 38)
		n1 false (test_time = 18.5882)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314886)
	variant  5765/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 37)
		n1 false (test_time = 18.4708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310373)
	variant  5766/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 36)
		n1 false (test_time = 18.2187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298475)
	variant  5767/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 35)
		n1 false (test_time = 18.2903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289938)
	variant  5768/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 34)
		n1 false (test_time = 18.1885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276869)
	variant  5769/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 33)
		n1 false (test_time = 18.0422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283946)
	variant  5770/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 32)
		n1 false (test_time = 18.5595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259997)
	variant  5771/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 31)
		n1 false (test_time = 18.646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250723)
	variant  5772/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 30)
		n1 false (test_time = 18.8005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246524)
	variant  5773/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 29)
		n1 false (test_time = 18.7253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236741)
	variant  5774/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 28)
		n1 false (test_time = 18.6012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233968)
	variant  5775/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 27)
		n1 false (test_time = 18.8629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222966)
	variant  5776/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 26)
		n1 false (test_time = 18.7714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207994)
	variant  5777/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 25)
		n1 false (test_time = 18.8281)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197799)
	variant  5778/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 24)
		n1 false (test_time = 18.7165)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191625)
	variant  5779/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 23)
		n1 false (test_time = 18.5929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187411)
	variant  5780/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 22)
		n1 false (test_time = 19.0455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.181322)
	variant  5781/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 21)
		n1 false (test_time = 18.89)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170886)
	variant  5782/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 20)
		n1 false (test_time = 18.6649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155404)
	variant  5783/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 19)
		n1 false (test_time = 18.8017)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144397)
	variant  5784/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 18)
		n1 false (test_time = 18.573)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134706)
	variant  5785/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 17)
		n1 false (test_time = 18.6381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126107)
	variant  5786/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 16)
		n1 false (test_time = 18.6354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118857)
	variant  5787/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 15)
		n1 false (test_time = 18.2634)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111194)
	variant  5788/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 14)
		n1 false (test_time = 18.8422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0993361)
	variant  5789/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 13)
		n1 false (test_time = 18.8298)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09199)
	variant  5790/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 12)
		n1 false (test_time = 18.7917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081615)
	variant  5791/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 11)
		n1 false (test_time = 18.4025)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0722759)
	variant  5792/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 10)
		n1 false (test_time = 18.6765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064244)
	variant  5793/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 9)
		n1 false (test_time = 19.7756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0577002)
	variant  5794/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 8)
		n1 false (test_time = 18.5569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0459499)
	variant  5795/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 7)
		n1 false (test_time = 18.564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0364382)
	variant  5796/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 6)
		n1 false (test_time = 18.6034)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027755)
	variant  5797/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 5)
		n1 false (test_time = 18.2268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019002)
	variant  5798/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 4)
		n1 false (test_time = 19.109)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00995803)
	variant  5799/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 3)
		n1 false (test_time = 18.8008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  5800/57423 = ?(1,a(8366,8213)) ?(2,a(8366,8212)) ?(3,a(8366,8179)) ?(4,a(8366,8177)) ?(5,a(8366,8174)) ?(6,a(8366,8173)) ?(7,a(8366,8172)) ?(8,a(8366,8139)) ?(9,a(8366,8137)) ?(10,a(8366,8134)) ?(11,a(8366,8133)) ?(12,a(8366,8132)) ?(13,a(8366,8099)) ?(14,a(8366,8097)) ?(15,a(8366,8094)) ?(16,a(8366,8093)) ?(17,a(8366,8092)) ?(18,a(8366,8059)) ?(19,a(8366,8057)) ?(20,a(8366,8054)) ?(21,a(8366,8022)) ?(22,a(8366,8020)) ?(23,a(8366,8017)) ?(24,a(8366,7985)) ?(25,a(8366,7983)) ?(26,a(8366,7980)) ?(27,a(8366,7979)) ?(28,a(8366,7947)) ?(29,a(8366,7945)) ?(30,a(8366,7940)) ?(31,a(8366,7939)) ?(32,a(8366,7937)) ?(33,a(8366,4493)) ?(34,a(8366,4388)) ?(35,a(8366,4173)) ?(36,a(8366,3694)) ?(37,a(8366,3629)) ?(38,a(8366,2688)) ?(39,a(8365,8431)) ?(40,a(8365,8430)) ?(41,a(8365,8429)) ?(42,a(8365,8428)) ?(43,a(8365,8426)) ?(44,a(8365,8425)) ?(45,a(8365,8424)) ?(46,a(8365,8391)) ?(47,a(8365,8389)) ?(48,a(8365,8386)) ?(49,a(8365,8385)) ?(50,a(8365,8384))  (7831 tests, cond 2)
		n1 false (test_time = 18.69)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 465.185)
search: ww_adaptive: found best (time_taken = 0.436591)
	variant  5801/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 1)
		n1 false (test_time = 19.4436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445367)
	variant  5802/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.0197)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423956)
	variant  5803/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 49)
		n1 false (test_time = 18.9304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428307)
	variant  5804/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 48)
		n1 false (test_time = 18.6371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405227)
	variant  5805/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 47)
		n1 false (test_time = 18.7594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394022)
	variant  5806/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 46)
		n1 false (test_time = 18.7928)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389975)
	variant  5807/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 45)
		n1 false (test_time = 18.3327)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382169)
	variant  5808/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 44)
		n1 false (test_time = 19.3532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37187)
	variant  5809/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 43)
		n1 false (test_time = 18.7638)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35869)
	variant  5810/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 42)
		n1 false (test_time = 19.1185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360408)
	variant  5811/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 41)
		n1 false (test_time = 18.3856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342752)
	variant  5812/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 40)
		n1 false (test_time = 18.8364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.338862)
	variant  5813/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 39)
		n1 false (test_time = 18.6641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327377)
	variant  5814/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 38)
		n1 false (test_time = 18.713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317064)
	variant  5815/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 37)
		n1 false (test_time = 19.1344)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314075)
	variant  5816/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 36)
		n1 false (test_time = 18.8496)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298341)
	variant  5817/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 35)
		n1 false (test_time = 18.5631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286866)
	variant  5818/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 34)
		n1 false (test_time = 19.353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278527)
	variant  5819/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 33)
		n1 false (test_time = 18.6063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270909)
	variant  5820/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 32)
		n1 false (test_time = 19.2889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27259)
	variant  5821/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 31)
		n1 false (test_time = 18.8727)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250209)
	variant  5822/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 30)
		n1 false (test_time = 18.3761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244981)
	variant  5823/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 29)
		n1 false (test_time = 18.7144)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234435)
	variant  5824/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 28)
		n1 false (test_time = 18.8738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229094)
	variant  5825/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 27)
		n1 false (test_time = 18.7228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219244)
	variant  5826/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 26)
		n1 false (test_time = 18.7221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205784)
	variant  5827/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 25)
		n1 false (test_time = 18.8517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210131)
	variant  5828/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 24)
		n1 false (test_time = 18.5852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189518)
	variant  5829/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 23)
		n1 false (test_time = 18.7667)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182972)
	variant  5830/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 22)
		n1 false (test_time = 19.0752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184342)
	variant  5831/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 21)
		n1 false (test_time = 18.5757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1729)
	variant  5832/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 20)
		n1 false (test_time = 18.8259)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158929)
	variant  5833/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 19)
		n1 false (test_time = 19.3002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14633)
	variant  5834/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 18)
		n1 false (test_time = 18.8991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135701)
	variant  5835/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 17)
		n1 false (test_time = 19.3811)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12916)
	variant  5836/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 16)
		n1 false (test_time = 19.5907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120811)
	variant  5837/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 15)
		n1 false (test_time = 20.032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114693)
	variant  5838/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 14)
		n1 false (test_time = 19.9186)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102204)
	variant  5839/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 13)
		n1 false (test_time = 19.5407)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093106)
	variant  5840/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 12)
		n1 false (test_time = 19.0898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0827401)
	variant  5841/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 11)
		n1 false (test_time = 18.723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0719349)
	variant  5842/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 10)
		n1 false (test_time = 18.7623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0685098)
	variant  5843/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 9)
		n1 false (test_time = 18.742)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0557709)
	variant  5844/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 8)
		n1 false (test_time = 18.2517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0509369)
	variant  5845/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 7)
		n1 false (test_time = 18.85)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0370688)
	variant  5846/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 6)
		n1 false (test_time = 19.5101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0278492)
	variant  5847/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 5)
		n1 false (test_time = 19.6452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0197482)
	variant  5848/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 4)
		n1 false (test_time = 19.0125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010675)
	variant  5849/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 3)
		n1 false (test_time = 19.1339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  5850/57423 = ?(1,a(8365,8351)) ?(2,a(8365,8349)) ?(3,a(8365,8346)) ?(4,a(8365,8345)) ?(5,a(8365,8344)) ?(6,a(8365,8343)) ?(7,a(8365,8342)) ?(8,a(8365,8341)) ?(9,a(8365,8340)) ?(10,a(8365,8339)) ?(11,a(8365,8306)) ?(12,a(8365,8304)) ?(13,a(8365,8301)) ?(14,a(8365,8268)) ?(15,a(8365,8266)) ?(16,a(8365,8263)) ?(17,a(8365,8262)) ?(18,a(8365,8261)) ?(19,a(8365,8260)) ?(20,a(8365,8259)) ?(21,a(8365,8258)) ?(22,a(8365,8225)) ?(23,a(8365,8223)) ?(24,a(8365,8220)) ?(25,a(8365,8219)) ?(26,a(8365,8218)) ?(27,a(8365,8217)) ?(28,a(8365,8216)) ?(29,a(8365,8215)) ?(30,a(8365,8214)) ?(31,a(8365,8213)) ?(32,a(8365,8212)) ?(33,a(8365,8179)) ?(34,a(8365,8177)) ?(35,a(8365,8174)) ?(36,a(8365,8173)) ?(37,a(8365,8172)) ?(38,a(8365,8139)) ?(39,a(8365,8137)) ?(40,a(8365,8134)) ?(41,a(8365,8133)) ?(42,a(8365,8132)) ?(43,a(8365,8099)) ?(44,a(8365,8097)) ?(45,a(8365,8094)) ?(46,a(8365,8093)) ?(47,a(8365,8092)) ?(48,a(8365,8059)) ?(49,a(8365,8057)) ?(50,a(8365,8054))  (7831 tests, cond 2)
		n1 false (test_time = 19.0396)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 465.427)
search: ww_adaptive: found best (time_taken = 0.434743)
	variant  5851/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 1)
		n1 false (test_time = 19.5073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.4248)
	variant  5852/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 50)
		n1 false (test_time = 18.7649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423124)
	variant  5853/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 49)
		n1 false (test_time = 18.7909)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418053)
	variant  5854/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 48)
		n1 false (test_time = 18.6514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414577)
	variant  5855/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 47)
		n1 false (test_time = 19.5545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39729)
	variant  5856/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 46)
		n1 false (test_time = 18.5487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402708)
	variant  5857/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 45)
		n1 false (test_time = 18.7768)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376688)
	variant  5858/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 44)
		n1 false (test_time = 19.0837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.393699)
	variant  5859/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 43)
		n1 false (test_time = 19.0551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.359935)
	variant  5860/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 42)
		n1 false (test_time = 18.993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360197)
	variant  5861/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 41)
		n1 false (test_time = 18.6479)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360455)
	variant  5862/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 40)
		n1 false (test_time = 18.7948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349112)
	variant  5863/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 39)
		n1 false (test_time = 18.6818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332442)
	variant  5864/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 38)
		n1 false (test_time = 18.4174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319572)
	variant  5865/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 37)
		n1 false (test_time = 18.6824)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310459)
	variant  5866/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 36)
		n1 false (test_time = 18.6464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315311)
	variant  5867/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 35)
		n1 false (test_time = 18.7091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288617)
	variant  5868/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 34)
		n1 false (test_time = 18.7679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279218)
	variant  5869/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 33)
		n1 false (test_time = 18.4867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271648)
	variant  5870/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 32)
		n1 false (test_time = 18.8617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.274981)
	variant  5871/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 31)
		n1 false (test_time = 19.4933)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252107)
	variant  5872/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 30)
		n1 false (test_time = 18.6078)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243512)
	variant  5873/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.4649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235922)
	variant  5874/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 28)
		n1 false (test_time = 18.7237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230312)
	variant  5875/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 27)
		n1 false (test_time = 18.6359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215726)
	variant  5876/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 26)
		n1 false (test_time = 18.6153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213051)
	variant  5877/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 25)
		n1 false (test_time = 19.0283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201798)
	variant  5878/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 24)
		n1 false (test_time = 18.7296)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200988)
	variant  5879/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 23)
		n1 false (test_time = 18.3111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189803)
	variant  5880/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 22)
		n1 false (test_time = 18.9125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170407)
	variant  5881/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 21)
		n1 false (test_time = 19.6028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164879)
	variant  5882/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 20)
		n1 false (test_time = 18.7054)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157022)
	variant  5883/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 19)
		n1 false (test_time = 19.3857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151704)
	variant  5884/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 18)
		n1 false (test_time = 18.6846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137312)
	variant  5885/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 17)
		n1 false (test_time = 18.3932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128552)
	variant  5886/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 16)
		n1 false (test_time = 18.8056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119304)
	variant  5887/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 15)
		n1 false (test_time = 18.4458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107328)
	variant  5888/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 14)
		n1 false (test_time = 18.208)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0988939)
	variant  5889/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 13)
		n1 false (test_time = 18.482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0954652)
	variant  5890/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 12)
		n1 false (test_time = 19.1071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.084697)
	variant  5891/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 11)
		n1 false (test_time = 18.828)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.079613)
	variant  5892/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 10)
		n1 false (test_time = 18.6953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063798)
	variant  5893/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 9)
		n1 false (test_time = 18.9076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0549469)
	variant  5894/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 8)
		n1 false (test_time = 19.0491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.047143)
	variant  5895/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 7)
		n1 false (test_time = 18.692)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.040472)
	variant  5896/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 6)
		n1 false (test_time = 18.9588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289361)
	variant  5897/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 5)
		n1 false (test_time = 18.8181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019098)
	variant  5898/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 4)
		n1 false (test_time = 19.1127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0104561)
	variant  5899/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 3)
		n1 false (test_time = 18.874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  5900/57423 = ?(1,a(8365,8022)) ?(2,a(8365,8020)) ?(3,a(8365,8017)) ?(4,a(8365,7985)) ?(5,a(8365,7983)) ?(6,a(8365,7980)) ?(7,a(8365,7979)) ?(8,a(8365,7947)) ?(9,a(8365,7945)) ?(10,a(8365,7940)) ?(11,a(8365,7939)) ?(12,a(8365,7937)) ?(13,a(8365,4493)) ?(14,a(8365,4388)) ?(15,a(8365,4173)) ?(16,a(8365,3694)) ?(17,a(8365,3629)) ?(18,a(8365,2688)) ?(19,a(8364,8431)) ?(20,a(8364,8430)) ?(21,a(8364,8429)) ?(22,a(8364,8428)) ?(23,a(8364,8426)) ?(24,a(8364,8425)) ?(25,a(8364,8424)) ?(26,a(8364,8391)) ?(27,a(8364,8389)) ?(28,a(8364,8386)) ?(29,a(8364,8385)) ?(30,a(8364,8384)) ?(31,a(8364,8351)) ?(32,a(8364,8349)) ?(33,a(8364,8346)) ?(34,a(8364,8345)) ?(35,a(8364,8344)) ?(36,a(8364,8343)) ?(37,a(8364,8342)) ?(38,a(8364,8341)) ?(39,a(8364,8340)) ?(40,a(8364,8339)) ?(41,a(8364,8306)) ?(42,a(8364,8304)) ?(43,a(8364,8301)) ?(44,a(8364,8268)) ?(45,a(8364,8266)) ?(46,a(8364,8263)) ?(47,a(8364,8262)) ?(48,a(8364,8261)) ?(49,a(8364,8260)) ?(50,a(8364,8259))  (7831 tests, cond 2)
		n1 false (test_time = 19.1344)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 464.954)
search: ww_adaptive: found best (time_taken = 0.434876)
	variant  5901/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 1)
		n1 false (test_time = 19.1206)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438577)
	variant  5902/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 50)
		n1 false (test_time = 18.6348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423319)
	variant  5903/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 49)
		n1 false (test_time = 18.7041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414051)
	variant  5904/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 48)
		n1 false (test_time = 18.8557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403645)
	variant  5905/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 47)
		n1 false (test_time = 18.4514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440685)
	variant  5906/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 46)
		n1 false (test_time = 18.7978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401416)
	variant  5907/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 45)
		n1 false (test_time = 18.1985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374232)
	variant  5908/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 44)
		n1 false (test_time = 18.2173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366852)
	variant  5909/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 43)
		n1 false (test_time = 18.4359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365849)
	variant  5910/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 42)
		n1 false (test_time = 18.4551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350066)
	variant  5911/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 41)
		n1 false (test_time = 18.5832)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339448)
	variant  5912/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 40)
		n1 false (test_time = 19.0153)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3343)
	variant  5913/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 39)
		n1 false (test_time = 18.916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344745)
	variant  5914/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 38)
		n1 false (test_time = 19.0984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317311)
	variant  5915/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 37)
		n1 false (test_time = 18.6013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320903)
	variant  5916/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 36)
		n1 false (test_time = 18.598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293229)
	variant  5917/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 35)
		n1 false (test_time = 18.6918)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286748)
	variant  5918/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 34)
		n1 false (test_time = 18.6555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279119)
	variant  5919/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 33)
		n1 false (test_time = 18.6734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268234)
	variant  5920/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 32)
		n1 false (test_time = 18.6483)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273786)
	variant  5921/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.3446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256746)
	variant  5922/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 30)
		n1 false (test_time = 18.7797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252444)
	variant  5923/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 29)
		n1 false (test_time = 18.685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230361)
	variant  5924/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 28)
		n1 false (test_time = 18.8839)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221258)
	variant  5925/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 27)
		n1 false (test_time = 18.5431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219492)
	variant  5926/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 26)
		n1 false (test_time = 19.0349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214297)
	variant  5927/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 25)
		n1 false (test_time = 18.3253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196934)
	variant  5928/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 24)
		n1 false (test_time = 19.1004)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189148)
	variant  5929/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 23)
		n1 false (test_time = 18.5589)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180468)
	variant  5930/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 22)
		n1 false (test_time = 19.1994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180059)
	variant  5931/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 21)
		n1 false (test_time = 18.3977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161071)
	variant  5932/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 20)
		n1 false (test_time = 18.8023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153814)
	variant  5933/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.2476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146165)
	variant  5934/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 18)
		n1 false (test_time = 19.0521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.137473)
	variant  5935/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 17)
		n1 false (test_time = 18.7057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125859)
	variant  5936/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 16)
		n1 false (test_time = 18.9446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125536)
	variant  5937/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 15)
		n1 false (test_time = 18.5174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.10842)
	variant  5938/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 14)
		n1 false (test_time = 18.6702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099273)
	variant  5939/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 13)
		n1 false (test_time = 18.6961)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095109)
	variant  5940/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 12)
		n1 false (test_time = 18.7859)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0812249)
	variant  5941/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 11)
		n1 false (test_time = 18.2472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0723181)
	variant  5942/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 10)
		n1 false (test_time = 18.3348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0644169)
	variant  5943/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 9)
		n1 false (test_time = 19.0339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.054251)
	variant  5944/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 8)
		n1 false (test_time = 18.7305)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0450151)
	variant  5945/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 7)
		n1 false (test_time = 18.7893)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.040019)
	variant  5946/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 6)
		n1 false (test_time = 19.1399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028496)
	variant  5947/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 5)
		n1 false (test_time = 18.7494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018748)
	variant  5948/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 4)
		n1 false (test_time = 18.5952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00971818)
	variant  5949/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 3)
		n1 false (test_time = 18.8234)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  5950/57423 = ?(1,a(8364,8258)) ?(2,a(8364,8225)) ?(3,a(8364,8223)) ?(4,a(8364,8220)) ?(5,a(8364,8219)) ?(6,a(8364,8218)) ?(7,a(8364,8217)) ?(8,a(8364,8216)) ?(9,a(8364,8215)) ?(10,a(8364,8214)) ?(11,a(8364,8213)) ?(12,a(8364,8212)) ?(13,a(8364,8179)) ?(14,a(8364,8177)) ?(15,a(8364,8174)) ?(16,a(8364,8173)) ?(17,a(8364,8172)) ?(18,a(8364,8139)) ?(19,a(8364,8137)) ?(20,a(8364,8134)) ?(21,a(8364,8133)) ?(22,a(8364,8132)) ?(23,a(8364,8099)) ?(24,a(8364,8097)) ?(25,a(8364,8094)) ?(26,a(8364,8093)) ?(27,a(8364,8092)) ?(28,a(8364,8059)) ?(29,a(8364,8057)) ?(30,a(8364,8054)) ?(31,a(8364,8022)) ?(32,a(8364,8020)) ?(33,a(8364,8017)) ?(34,a(8364,7985)) ?(35,a(8364,7983)) ?(36,a(8364,7980)) ?(37,a(8364,7979)) ?(38,a(8364,7947)) ?(39,a(8364,7945)) ?(40,a(8364,7940)) ?(41,a(8364,7939)) ?(42,a(8364,7937)) ?(43,a(8364,4493)) ?(44,a(8364,4388)) ?(45,a(8364,4173)) ?(46,a(8364,3694)) ?(47,a(8364,3629)) ?(48,a(8364,2688)) ?(49,a(8363,8431)) ?(50,a(8363,8430))  (7831 tests, cond 2)
		n1 false (test_time = 18.7317)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 463.731)
search: ww_adaptive: found best (time_taken = 0.450998)
	variant  5951/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 1)
		n1 false (test_time = 19.3499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429238)
	variant  5952/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 50)
		n1 false (test_time = 18.5678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427373)
	variant  5953/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 49)
		n1 false (test_time = 18.7311)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414149)
	variant  5954/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 48)
		n1 false (test_time = 18.5899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402839)
	variant  5955/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 47)
		n1 false (test_time = 18.6702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398411)
	variant  5956/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 46)
		n1 false (test_time = 18.9916)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407356)
	variant  5957/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.1477)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372448)
	variant  5958/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 44)
		n1 false (test_time = 18.7136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378352)
	variant  5959/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 43)
		n1 false (test_time = 19.2122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37038)
	variant  5960/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 42)
		n1 false (test_time = 18.7279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365079)
	variant  5961/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 41)
		n1 false (test_time = 18.1662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340316)
	variant  5962/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 40)
		n1 false (test_time = 18.3729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.346812)
	variant  5963/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 39)
		n1 false (test_time = 18.6122)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322176)
	variant  5964/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 38)
		n1 false (test_time = 18.5925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324561)
	variant  5965/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 37)
		n1 false (test_time = 18.8036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321625)
	variant  5966/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 36)
		n1 false (test_time = 18.8127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.298597)
	variant  5967/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 35)
		n1 false (test_time = 18.6183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.289439)
	variant  5968/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 34)
		n1 false (test_time = 18.8426)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280763)
	variant  5969/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 33)
		n1 false (test_time = 18.9131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280436)
	variant  5970/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 32)
		n1 false (test_time = 19.0216)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264799)
	variant  5971/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 31)
		n1 false (test_time = 19.2617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257289)
	variant  5972/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 30)
		n1 false (test_time = 19.252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250237)
	variant  5973/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 29)
		n1 false (test_time = 18.9081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233533)
	variant  5974/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 28)
		n1 false (test_time = 19.3629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233635)
	variant  5975/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 27)
		n1 false (test_time = 18.9053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214779)
	variant  5976/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 26)
		n1 false (test_time = 18.6133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208247)
	variant  5977/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 25)
		n1 false (test_time = 18.9343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208333)
	variant  5978/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 24)
		n1 false (test_time = 18.7625)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.187257)
	variant  5979/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 23)
		n1 false (test_time = 18.9137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198829)
	variant  5980/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 22)
		n1 false (test_time = 18.9133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175629)
	variant  5981/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 21)
		n1 false (test_time = 18.4545)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161347)
	variant  5982/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 20)
		n1 false (test_time = 18.804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158521)
	variant  5983/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 19)
		n1 false (test_time = 18.7142)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144232)
	variant  5984/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 18)
		n1 false (test_time = 18.4)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135571)
	variant  5985/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 17)
		n1 false (test_time = 18.8826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134341)
	variant  5986/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 16)
		n1 false (test_time = 18.7338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121256)
	variant  5987/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 15)
		n1 false (test_time = 19.1121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.108114)
	variant  5988/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 14)
		n1 false (test_time = 18.6194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0995822)
	variant  5989/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 13)
		n1 false (test_time = 18.8119)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09484)
	variant  5990/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 12)
		n1 false (test_time = 19.0482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087419)
	variant  5991/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 11)
		n1 false (test_time = 19.2761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0741789)
	variant  5992/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 10)
		n1 false (test_time = 19.289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0633891)
	variant  5993/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 9)
		n1 false (test_time = 18.3846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0553229)
	variant  5994/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 8)
		n1 false (test_time = 18.3899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.045526)
	variant  5995/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 7)
		n1 false (test_time = 18.2023)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0368221)
	variant  5996/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 6)
		n1 false (test_time = 19.4445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027559)
	variant  5997/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 5)
		n1 false (test_time = 18.6391)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0191)
	variant  5998/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 4)
		n1 false (test_time = 18.7975)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102491)
	variant  5999/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 3)
		n1 false (test_time = 18.4393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 2.38419e-05)
	variant  6000/57423 = ?(1,a(8363,8429)) ?(2,a(8363,8428)) ?(3,a(8363,8426)) ?(4,a(8363,8425)) ?(5,a(8363,8424)) ?(6,a(8363,8391)) ?(7,a(8363,8389)) ?(8,a(8363,8386)) ?(9,a(8363,8385)) ?(10,a(8363,8384)) ?(11,a(8363,8351)) ?(12,a(8363,8349)) ?(13,a(8363,8346)) ?(14,a(8363,8345)) ?(15,a(8363,8344)) ?(16,a(8363,8343)) ?(17,a(8363,8342)) ?(18,a(8363,8341)) ?(19,a(8363,8340)) ?(20,a(8363,8339)) ?(21,a(8363,8306)) ?(22,a(8363,8304)) ?(23,a(8363,8301)) ?(24,a(8363,8268)) ?(25,a(8363,8266)) ?(26,a(8363,8263)) ?(27,a(8363,8262)) ?(28,a(8363,8261)) ?(29,a(8363,8260)) ?(30,a(8363,8259)) ?(31,a(8363,8258)) ?(32,a(8363,8225)) ?(33,a(8363,8223)) ?(34,a(8363,8220)) ?(35,a(8363,8219)) ?(36,a(8363,8218)) ?(37,a(8363,8217)) ?(38,a(8363,8216)) ?(39,a(8363,8215)) ?(40,a(8363,8214)) ?(41,a(8363,8213)) ?(42,a(8363,8212)) ?(43,a(8363,8179)) ?(44,a(8363,8177)) ?(45,a(8363,8174)) ?(46,a(8363,8173)) ?(47,a(8363,8172)) ?(48,a(8363,8139)) ?(49,a(8363,8137)) ?(50,a(8363,8134))  (7831 tests, cond 2)
		n1 false (test_time = 19.0782)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 463.248)
search: ww_adaptive: found best (time_taken = 0.438846)
	variant  6001/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.4029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440327)
	variant  6002/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 50)
		n1 false (test_time = 18.7332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.438372)
	variant  6003/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 49)
		n1 false (test_time = 18.9135)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42437)
	variant  6004/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 48)
		n1 false (test_time = 18.3779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419152)
	variant  6005/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 47)
		n1 false (test_time = 18.9328)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396483)
	variant  6006/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 46)
		n1 false (test_time = 18.7648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390292)
	variant  6007/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.3867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378733)
	variant  6008/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 44)
		n1 false (test_time = 19.12)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.37441)
	variant  6009/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 43)
		n1 false (test_time = 18.5008)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36119)
	variant  6010/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 42)
		n1 false (test_time = 18.9994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373879)
	variant  6011/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 41)
		n1 false (test_time = 19.3793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342637)
	variant  6012/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 40)
		n1 false (test_time = 19.7529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332476)
	variant  6013/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 39)
		n1 false (test_time = 18.9471)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332633)
	variant  6014/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 38)
		n1 false (test_time = 18.3871)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320892)
	variant  6015/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 37)
		n1 false (test_time = 18.6042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305917)
	variant  6016/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 36)
		n1 false (test_time = 18.5926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303063)
	variant  6017/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 35)
		n1 false (test_time = 19.1808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291744)
	variant  6018/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 34)
		n1 false (test_time = 18.2282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276667)
	variant  6019/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 33)
		n1 false (test_time = 18.3229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271324)
	variant  6020/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 32)
		n1 false (test_time = 19.2315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.266156)
	variant  6021/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 31)
		n1 false (test_time = 19.4294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252214)
	variant  6022/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.0582)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245591)
	variant  6023/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 29)
		n1 false (test_time = 19.2607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233786)
	variant  6024/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 28)
		n1 false (test_time = 18.8028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225864)
	variant  6025/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 27)
		n1 false (test_time = 18.4522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.216479)
	variant  6026/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 26)
		n1 false (test_time = 18.6129)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204035)
	variant  6027/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 25)
		n1 false (test_time = 18.7104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197741)
	variant  6028/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 24)
		n1 false (test_time = 18.4224)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189115)
	variant  6029/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 23)
		n1 false (test_time = 18.2442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179345)
	variant  6030/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 22)
		n1 false (test_time = 18.7765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175518)
	variant  6031/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.2606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162352)
	variant  6032/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 20)
		n1 false (test_time = 19.3007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153972)
	variant  6033/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 19)
		n1 false (test_time = 18.6954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144471)
	variant  6034/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.0858)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138704)
	variant  6035/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 17)
		n1 false (test_time = 18.9954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128269)
	variant  6036/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 16)
		n1 false (test_time = 18.677)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117041)
	variant  6037/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 15)
		n1 false (test_time = 18.8837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109397)
	variant  6038/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 14)
		n1 false (test_time = 18.627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101479)
	variant  6039/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 13)
		n1 false (test_time = 18.7761)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.089648)
	variant  6040/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 12)
		n1 false (test_time = 18.9104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.082659)
	variant  6041/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 11)
		n1 false (test_time = 18.786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0750921)
	variant  6042/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 10)
		n1 false (test_time = 19.0898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0668321)
	variant  6043/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 9)
		n1 false (test_time = 20.1529)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0549159)
	variant  6044/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.2189)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0462351)
	variant  6045/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 7)
		n1 false (test_time = 18.6282)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0397079)
	variant  6046/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.1778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.029074)
	variant  6047/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 5)
		n1 false (test_time = 18.4263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018533)
	variant  6048/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 4)
		n1 false (test_time = 18.5922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100782)
	variant  6049/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 3)
		n1 false (test_time = 19.1754)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 3.40939e-05)
	variant  6050/57423 = ?(1,a(8363,8133)) ?(2,a(8363,8132)) ?(3,a(8363,8099)) ?(4,a(8363,8097)) ?(5,a(8363,8094)) ?(6,a(8363,8093)) ?(7,a(8363,8092)) ?(8,a(8363,8059)) ?(9,a(8363,8057)) ?(10,a(8363,8054)) ?(11,a(8363,8022)) ?(12,a(8363,8020)) ?(13,a(8363,8017)) ?(14,a(8363,7985)) ?(15,a(8363,7983)) ?(16,a(8363,7980)) ?(17,a(8363,7979)) ?(18,a(8363,7947)) ?(19,a(8363,7945)) ?(20,a(8363,7940)) ?(21,a(8363,7939)) ?(22,a(8363,7937)) ?(23,a(8363,4493)) ?(24,a(8363,4388)) ?(25,a(8363,4173)) ?(26,a(8363,3694)) ?(27,a(8363,3629)) ?(28,a(8363,2688)) ?(29,a(8362,8431)) ?(30,a(8362,8430)) ?(31,a(8362,8429)) ?(32,a(8362,8428)) ?(33,a(8362,8426)) ?(34,a(8362,8425)) ?(35,a(8362,8424)) ?(36,a(8362,8391)) ?(37,a(8362,8389)) ?(38,a(8362,8386)) ?(39,a(8362,8385)) ?(40,a(8362,8384)) ?(41,a(8362,8351)) ?(42,a(8362,8349)) ?(43,a(8362,8346)) ?(44,a(8362,8345)) ?(45,a(8362,8344)) ?(46,a(8362,8343)) ?(47,a(8362,8342)) ?(48,a(8362,8341)) ?(49,a(8362,8340)) ?(50,a(8362,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.0539)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 463.099)
search: ww_adaptive: found best (time_taken = 0.437907)
	variant  6051/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 1)
		n1 false (test_time = 19.0252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427161)
	variant  6052/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 50)
		n1 false (test_time = 18.8816)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.458585)
	variant  6053/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 49)
		n1 false (test_time = 18.5926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412568)
	variant  6054/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 48)
		n1 false (test_time = 19.1028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418966)
	variant  6055/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 47)
		n1 false (test_time = 18.6517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394696)
	variant  6056/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 46)
		n1 false (test_time = 18.7028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396299)
	variant  6057/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 45)
		n1 false (test_time = 18.5945)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.376327)
	variant  6058/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 44)
		n1 false (test_time = 18.7204)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366732)
	variant  6059/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 43)
		n1 false (test_time = 18.8315)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363317)
	variant  6060/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 42)
		n1 false (test_time = 18.6161)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351773)
	variant  6061/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 41)
		n1 false (test_time = 18.6697)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345201)
	variant  6062/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 40)
		n1 false (test_time = 18.6377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345664)
	variant  6063/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 39)
		n1 false (test_time = 18.6292)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322532)
	variant  6064/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 38)
		n1 false (test_time = 19.0511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320238)
	variant  6065/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19.2194)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317267)
	variant  6066/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 36)
		n1 false (test_time = 19.097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.296185)
	variant  6067/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 35)
		n1 false (test_time = 18.4502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286944)
	variant  6068/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 34)
		n1 false (test_time = 18.7343)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.275952)
	variant  6069/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 33)
		n1 false (test_time = 18.7039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268618)
	variant  6070/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 32)
		n1 false (test_time = 18.5474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.259335)
	variant  6071/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 31)
		n1 false (test_time = 18.54)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262705)
	variant  6072/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 30)
		n1 false (test_time = 18.7848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263217)
	variant  6073/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 29)
		n1 false (test_time = 18.5428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235176)
	variant  6074/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.2776)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223988)
	variant  6075/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 27)
		n1 false (test_time = 18.6956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213783)
	variant  6076/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 26)
		n1 false (test_time = 18.6159)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.207169)
	variant  6077/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 25)
		n1 false (test_time = 18.4922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21089)
	variant  6078/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 24)
		n1 false (test_time = 19.0911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200961)
	variant  6079/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 23)
		n1 false (test_time = 18.8845)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191901)
	variant  6080/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 22)
		n1 false (test_time = 18.809)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173903)
	variant  6081/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 21)
		n1 false (test_time = 18.3568)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162507)
	variant  6082/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 20)
		n1 false (test_time = 18.3137)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155552)
	variant  6083/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 19)
		n1 false (test_time = 18.6339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144859)
	variant  6084/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 18)
		n1 false (test_time = 18.8006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135918)
	variant  6085/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 17)
		n1 false (test_time = 18.6441)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128044)
	variant  6086/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 16)
		n1 false (test_time = 18.7339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119441)
	variant  6087/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 15)
		n1 false (test_time = 19.9982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120224)
	variant  6088/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 14)
		n1 false (test_time = 19.6222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105298)
	variant  6089/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.2097)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0924239)
	variant  6090/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 12)
		n1 false (test_time = 19.1355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0811498)
	variant  6091/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 11)
		n1 false (test_time = 18.6956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0714951)
	variant  6092/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 10)
		n1 false (test_time = 18.5069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.063823)
	variant  6093/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 9)
		n1 false (test_time = 18.7154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055088)
	variant  6094/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 8)
		n1 false (test_time = 18.8906)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046587)
	variant  6095/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 7)
		n1 false (test_time = 18.5645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.035995)
	variant  6096/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 6)
		n1 false (test_time = 19.1787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.029798)
	variant  6097/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 5)
		n1 false (test_time = 18.7094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.021152)
	variant  6098/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 4)
		n1 false (test_time = 18.7279)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0100539)
	variant  6099/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 3)
		n1 false (test_time = 18.7335)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6100/57423 = ?(1,a(8362,8306)) ?(2,a(8362,8304)) ?(3,a(8362,8301)) ?(4,a(8362,8268)) ?(5,a(8362,8266)) ?(6,a(8362,8263)) ?(7,a(8362,8262)) ?(8,a(8362,8261)) ?(9,a(8362,8260)) ?(10,a(8362,8259)) ?(11,a(8362,8258)) ?(12,a(8362,8225)) ?(13,a(8362,8223)) ?(14,a(8362,8220)) ?(15,a(8362,8219)) ?(16,a(8362,8218)) ?(17,a(8362,8217)) ?(18,a(8362,8216)) ?(19,a(8362,8215)) ?(20,a(8362,8214)) ?(21,a(8362,8213)) ?(22,a(8362,8212)) ?(23,a(8362,8179)) ?(24,a(8362,8177)) ?(25,a(8362,8174)) ?(26,a(8362,8173)) ?(27,a(8362,8172)) ?(28,a(8362,8139)) ?(29,a(8362,8137)) ?(30,a(8362,8134)) ?(31,a(8362,8133)) ?(32,a(8362,8132)) ?(33,a(8362,8099)) ?(34,a(8362,8097)) ?(35,a(8362,8094)) ?(36,a(8362,8093)) ?(37,a(8362,8092)) ?(38,a(8362,8059)) ?(39,a(8362,8057)) ?(40,a(8362,8054)) ?(41,a(8362,8022)) ?(42,a(8362,8020)) ?(43,a(8362,8017)) ?(44,a(8362,7985)) ?(45,a(8362,7983)) ?(46,a(8362,7980)) ?(47,a(8362,7979)) ?(48,a(8362,7947)) ?(49,a(8362,7945)) ?(50,a(8362,7940))  (7831 tests, cond 2)
		n1 false (test_time = 18.5281)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 476.405)
search: ww_adaptive: found best (time_taken = 0.463388)
	variant  6101/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 1)
		n1 false (test_time = 20.6836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.462331)
	variant  6102/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 50)
		n1 false (test_time = 19.8397)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.46119)
	variant  6103/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 49)
		n1 false (test_time = 19.9211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.451214)
	variant  6104/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 48)
		n1 false (test_time = 19.7372)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444481)
	variant  6105/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 47)
		n1 false (test_time = 20.2725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456526)
	variant  6106/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 46)
		n1 false (test_time = 19.7329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413746)
	variant  6107/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 45)
		n1 false (test_time = 19.6405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40155)
	variant  6108/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 44)
		n1 false (test_time = 20.4069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42638)
	variant  6109/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 43)
		n1 false (test_time = 20.7452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.406155)
	variant  6110/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 42)
		n1 false (test_time = 20.1803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379027)
	variant  6111/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 41)
		n1 false (test_time = 20.1478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361112)
	variant  6112/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 40)
		n1 false (test_time = 19.3865)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.360458)
	variant  6113/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 39)
		n1 false (test_time = 19.337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.344602)
	variant  6114/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 38)
		n1 false (test_time = 19.5035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315107)
	variant  6115/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 37)
		n1 false (test_time = 19.2781)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.315597)
	variant  6116/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 36)
		n1 false (test_time = 19.6778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308374)
	variant  6117/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 35)
		n1 false (test_time = 20.1973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294423)
	variant  6118/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 34)
		n1 false (test_time = 19.0963)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284103)
	variant  6119/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 33)
		n1 false (test_time = 19.6125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305486)
	variant  6120/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 32)
		n1 false (test_time = 19.3856)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269964)
	variant  6121/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 31)
		n1 false (test_time = 19.4229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27032)
	variant  6122/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 30)
		n1 false (test_time = 19.2898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270991)
	variant  6123/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 29)
		n1 false (test_time = 20.1145)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256833)
	variant  6124/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 28)
		n1 false (test_time = 19.2992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235781)
	variant  6125/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 27)
		n1 false (test_time = 19.542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23972)
	variant  6126/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.4301)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218193)
	variant  6127/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 25)
		n1 false (test_time = 19.2978)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198834)
	variant  6128/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 24)
		n1 false (test_time = 19.2099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197825)
	variant  6129/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 23)
		n1 false (test_time = 19.3932)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184079)
	variant  6130/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 22)
		n1 false (test_time = 19.2223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17497)
	variant  6131/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 21)
		n1 false (test_time = 19.6736)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174598)
	variant  6132/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 20)
		n1 false (test_time = 19.4867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152769)
	variant  6133/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 19)
		n1 false (test_time = 18.7997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144938)
	variant  6134/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 18)
		n1 false (test_time = 19.0525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136347)
	variant  6135/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 17)
		n1 false (test_time = 19.2983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.126282)
	variant  6136/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 16)
		n1 false (test_time = 19.4056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121372)
	variant  6137/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.3994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120888)
	variant  6138/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 14)
		n1 false (test_time = 19.429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.100067)
	variant  6139/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 13)
		n1 false (test_time = 19.3053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0921841)
	variant  6140/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 12)
		n1 false (test_time = 19.4533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.09009)
	variant  6141/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 11)
		n1 false (test_time = 19.3799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0791378)
	variant  6142/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 10)
		n1 false (test_time = 19.2842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0650661)
	variant  6143/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 9)
		n1 false (test_time = 19.3562)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05828)
	variant  6144/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 8)
		n1 false (test_time = 19.4629)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.049365)
	variant  6145/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 7)
		n1 false (test_time = 19.433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0404069)
	variant  6146/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 6)
		n1 false (test_time = 19.1594)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0299189)
	variant  6147/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 5)
		n1 false (test_time = 19.9415)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019264)
	variant  6148/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 4)
		n1 false (test_time = 19.081)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00994396)
	variant  6149/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 3)
		n1 false (test_time = 19.2525)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.71661e-05)
	variant  6150/57423 = ?(1,a(8362,7939)) ?(2,a(8362,7937)) ?(3,a(8362,4493)) ?(4,a(8362,4388)) ?(5,a(8362,4173)) ?(6,a(8362,3694)) ?(7,a(8362,3629)) ?(8,a(8362,2688)) ?(9,a(8361,8431)) ?(10,a(8361,8430)) ?(11,a(8361,8429)) ?(12,a(8361,8428)) ?(13,a(8361,8426)) ?(14,a(8361,8425)) ?(15,a(8361,8424)) ?(16,a(8361,8391)) ?(17,a(8361,8389)) ?(18,a(8361,8386)) ?(19,a(8361,8385)) ?(20,a(8361,8384)) ?(21,a(8361,8351)) ?(22,a(8361,8349)) ?(23,a(8361,8346)) ?(24,a(8361,8345)) ?(25,a(8361,8344)) ?(26,a(8361,8343)) ?(27,a(8361,8342)) ?(28,a(8361,8341)) ?(29,a(8361,8340)) ?(30,a(8361,8339)) ?(31,a(8361,8306)) ?(32,a(8361,8304)) ?(33,a(8361,8301)) ?(34,a(8361,8268)) ?(35,a(8361,8266)) ?(36,a(8361,8263)) ?(37,a(8361,8262)) ?(38,a(8361,8261)) ?(39,a(8361,8260)) ?(40,a(8361,8259)) ?(41,a(8361,8258)) ?(42,a(8361,8225)) ?(43,a(8361,8223)) ?(44,a(8361,8220)) ?(45,a(8361,8219)) ?(46,a(8361,8218)) ?(47,a(8361,8217)) ?(48,a(8361,8216)) ?(49,a(8361,8215)) ?(50,a(8361,8214))  (7831 tests, cond 2)
		n1 false (test_time = 19.686)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 475.097)
search: ww_adaptive: found best (time_taken = 0.443685)
	variant  6151/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.6198)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435787)
	variant  6152/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 50)
		n1 false (test_time = 19.7947)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459114)
	variant  6153/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 49)
		n1 false (test_time = 20.013)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.427989)
	variant  6154/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 48)
		n1 false (test_time = 19.3765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.425154)
	variant  6155/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 47)
		n1 false (test_time = 19.0371)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402078)
	variant  6156/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 46)
		n1 false (test_time = 19.6303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426001)
	variant  6157/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 45)
		n1 false (test_time = 19.2699)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400991)
	variant  6158/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 44)
		n1 false (test_time = 19.4747)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.491146)
	variant  6159/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 43)
		n1 false (test_time = 19.3485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378468)
	variant  6160/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 42)
		n1 false (test_time = 19.6395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.365426)
	variant  6161/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 41)
		n1 false (test_time = 19.4185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363549)
	variant  6162/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 40)
		n1 false (test_time = 19.437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350038)
	variant  6163/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 39)
		n1 false (test_time = 19.2775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329609)
	variant  6164/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 38)
		n1 false (test_time = 19.3295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332348)
	variant  6165/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 37)
		n1 false (test_time = 18.9992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326909)
	variant  6166/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 36)
		n1 false (test_time = 19.2806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.299534)
	variant  6167/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 35)
		n1 false (test_time = 19.346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304383)
	variant  6168/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 34)
		n1 false (test_time = 18.9116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280919)
	variant  6169/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 33)
		n1 false (test_time = 19.295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28327)
	variant  6170/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 32)
		n1 false (test_time = 19.4803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287034)
	variant  6171/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 31)
		n1 false (test_time = 19.8788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268658)
	variant  6172/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 30)
		n1 false (test_time = 19.243)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.243856)
	variant  6173/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 29)
		n1 false (test_time = 19.3956)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253657)
	variant  6174/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 28)
		n1 false (test_time = 20.2326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237248)
	variant  6175/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 27)
		n1 false (test_time = 20.7057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223145)
	variant  6176/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 26)
		n1 false (test_time = 19.7107)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218795)
	variant  6177/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 25)
		n1 false (test_time = 19.9033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20572)
	variant  6178/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 24)
		n1 false (test_time = 19.3433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199605)
	variant  6179/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 23)
		n1 false (test_time = 19.701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184626)
	variant  6180/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 22)
		n1 false (test_time = 19.8329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180715)
	variant  6181/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 21)
		n1 false (test_time = 19.572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.169036)
	variant  6182/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 20)
		n1 false (test_time = 20.0249)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160615)
	variant  6183/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 19)
		n1 false (test_time = 19.913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153635)
	variant  6184/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 18)
		n1 false (test_time = 19.5423)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144754)
	variant  6185/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 17)
		n1 false (test_time = 19.5228)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.136258)
	variant  6186/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 16)
		n1 false (test_time = 19.4336)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129455)
	variant  6187/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 15)
		n1 false (test_time = 19.338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109375)
	variant  6188/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 14)
		n1 false (test_time = 19.7089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113164)
	variant  6189/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 13)
		n1 false (test_time = 19.7394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.099566)
	variant  6190/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 12)
		n1 false (test_time = 19.3392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0824149)
	variant  6191/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 11)
		n1 false (test_time = 19.31)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.075321)
	variant  6192/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 10)
		n1 false (test_time = 19.2996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0648789)
	variant  6193/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 9)
		n1 false (test_time = 19.3739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0673089)
	variant  6194/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 8)
		n1 false (test_time = 19.5493)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05108)
	variant  6195/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 7)
		n1 false (test_time = 19.4574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038949)
	variant  6196/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 6)
		n1 false (test_time = 19.3954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0302019)
	variant  6197/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 5)
		n1 false (test_time = 19.8617)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0192032)
	variant  6198/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 4)
		n1 false (test_time = 19.6347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010258)
	variant  6199/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 3)
		n1 false (test_time = 19.185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 9.05991e-06)
	variant  6200/57423 = ?(1,a(8361,8213)) ?(2,a(8361,8212)) ?(3,a(8361,8179)) ?(4,a(8361,8177)) ?(5,a(8361,8174)) ?(6,a(8361,8173)) ?(7,a(8361,8172)) ?(8,a(8361,8139)) ?(9,a(8361,8137)) ?(10,a(8361,8134)) ?(11,a(8361,8133)) ?(12,a(8361,8132)) ?(13,a(8361,8099)) ?(14,a(8361,8097)) ?(15,a(8361,8094)) ?(16,a(8361,8093)) ?(17,a(8361,8092)) ?(18,a(8361,8059)) ?(19,a(8361,8057)) ?(20,a(8361,8054)) ?(21,a(8361,8022)) ?(22,a(8361,8020)) ?(23,a(8361,8017)) ?(24,a(8361,7985)) ?(25,a(8361,7983)) ?(26,a(8361,7980)) ?(27,a(8361,7979)) ?(28,a(8361,7947)) ?(29,a(8361,7945)) ?(30,a(8361,7940)) ?(31,a(8361,7939)) ?(32,a(8361,7937)) ?(33,a(8361,4493)) ?(34,a(8361,4388)) ?(35,a(8361,4173)) ?(36,a(8361,3694)) ?(37,a(8361,3629)) ?(38,a(8361,2688)) ?(39,a(8360,8431)) ?(40,a(8360,8430)) ?(41,a(8360,8429)) ?(42,a(8360,8428)) ?(43,a(8360,8426)) ?(44,a(8360,8425)) ?(45,a(8360,8424)) ?(46,a(8360,8391)) ?(47,a(8360,8389)) ?(48,a(8360,8386)) ?(49,a(8360,8385)) ?(50,a(8360,8384))  (7831 tests, cond 2)
		n1 false (test_time = 19.5123)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 477.105)
search: ww_adaptive: found best (time_taken = 0.443097)
	variant  6201/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 1)
		n1 false (test_time = 19.8038)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.447633)
	variant  6202/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.1317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445203)
	variant  6203/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 49)
		n1 false (test_time = 19.5611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.428632)
	variant  6204/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 48)
		n1 false (test_time = 19.1535)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416041)
	variant  6205/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 47)
		n1 false (test_time = 19.2294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439378)
	variant  6206/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 46)
		n1 false (test_time = 19.6753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421197)
	variant  6207/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 45)
		n1 false (test_time = 19.6737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396274)
	variant  6208/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 44)
		n1 false (test_time = 19.4786)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.400245)
	variant  6209/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 43)
		n1 false (test_time = 20.1048)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401141)
	variant  6210/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 42)
		n1 false (test_time = 20.072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38558)
	variant  6211/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 41)
		n1 false (test_time = 19.4323)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354029)
	variant  6212/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 40)
		n1 false (test_time = 19.8565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362808)
	variant  6213/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 39)
		n1 false (test_time = 19.5896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.328627)
	variant  6214/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 38)
		n1 false (test_time = 19.5052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333199)
	variant  6215/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 37)
		n1 false (test_time = 19.9346)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329865)
	variant  6216/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 36)
		n1 false (test_time = 19.6649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333901)
	variant  6217/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 35)
		n1 false (test_time = 19.3527)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317158)
	variant  6218/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 34)
		n1 false (test_time = 20.7965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312221)
	variant  6219/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 33)
		n1 false (test_time = 19.8836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287981)
	variant  6220/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 32)
		n1 false (test_time = 19.8131)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295846)
	variant  6221/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 31)
		n1 false (test_time = 19.9033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265808)
	variant  6222/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 30)
		n1 false (test_time = 19.4376)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263231)
	variant  6223/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 29)
		n1 false (test_time = 19.8489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245337)
	variant  6224/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 28)
		n1 false (test_time = 21.0857)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239826)
	variant  6225/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 27)
		n1 false (test_time = 20.2005)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233127)
	variant  6226/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 26)
		n1 false (test_time = 20.5304)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.218285)
	variant  6227/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 25)
		n1 false (test_time = 19.7099)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.229117)
	variant  6228/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 24)
		n1 false (test_time = 19.7491)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206025)
	variant  6229/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 23)
		n1 false (test_time = 20.0071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191689)
	variant  6230/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 22)
		n1 false (test_time = 19.9231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186936)
	variant  6231/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 21)
		n1 false (test_time = 19.8434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176216)
	variant  6232/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 20)
		n1 false (test_time = 20.1412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165613)
	variant  6233/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 19)
		n1 false (test_time = 20.0348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163443)
	variant  6234/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 18)
		n1 false (test_time = 19.7903)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.152149)
	variant  6235/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 17)
		n1 false (test_time = 20.1519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.150495)
	variant  6236/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 16)
		n1 false (test_time = 19.6994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119562)
	variant  6237/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 15)
		n1 false (test_time = 19.9143)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114841)
	variant  6238/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 14)
		n1 false (test_time = 20.4457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112242)
	variant  6239/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 13)
		n1 false (test_time = 20.3609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094373)
	variant  6240/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 12)
		n1 false (test_time = 19.6394)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.084317)
	variant  6241/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 11)
		n1 false (test_time = 19.3739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.072732)
	variant  6242/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 10)
		n1 false (test_time = 19.2838)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.066179)
	variant  6243/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 9)
		n1 false (test_time = 19.1543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05549)
	variant  6244/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 8)
		n1 false (test_time = 19.2925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.048281)
	variant  6245/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 7)
		n1 false (test_time = 19.3595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0371759)
	variant  6246/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 6)
		n1 false (test_time = 19.435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289271)
	variant  6247/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 5)
		n1 false (test_time = 19.5362)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020607)
	variant  6248/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 4)
		n1 false (test_time = 19.2442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00954294)
	variant  6249/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 3)
		n1 false (test_time = 19.461)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6250/57423 = ?(1,a(8360,8351)) ?(2,a(8360,8349)) ?(3,a(8360,8346)) ?(4,a(8360,8345)) ?(5,a(8360,8344)) ?(6,a(8360,8343)) ?(7,a(8360,8342)) ?(8,a(8360,8341)) ?(9,a(8360,8340)) ?(10,a(8360,8339)) ?(11,a(8360,8306)) ?(12,a(8360,8304)) ?(13,a(8360,8301)) ?(14,a(8360,8268)) ?(15,a(8360,8266)) ?(16,a(8360,8263)) ?(17,a(8360,8262)) ?(18,a(8360,8261)) ?(19,a(8360,8260)) ?(20,a(8360,8259)) ?(21,a(8360,8258)) ?(22,a(8360,8225)) ?(23,a(8360,8223)) ?(24,a(8360,8220)) ?(25,a(8360,8219)) ?(26,a(8360,8218)) ?(27,a(8360,8217)) ?(28,a(8360,8216)) ?(29,a(8360,8215)) ?(30,a(8360,8214)) ?(31,a(8360,8213)) ?(32,a(8360,8212)) ?(33,a(8360,8179)) ?(34,a(8360,8177)) ?(35,a(8360,8174)) ?(36,a(8360,8173)) ?(37,a(8360,8172)) ?(38,a(8360,8139)) ?(39,a(8360,8137)) ?(40,a(8360,8134)) ?(41,a(8360,8133)) ?(42,a(8360,8132)) ?(43,a(8360,8099)) ?(44,a(8360,8097)) ?(45,a(8360,8094)) ?(46,a(8360,8093)) ?(47,a(8360,8092)) ?(48,a(8360,8059)) ?(49,a(8360,8057)) ?(50,a(8360,8054))  (7831 tests, cond 2)
		n1 false (test_time = 19.4135)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.633)
search: ww_adaptive: found best (time_taken = 0.450704)
	variant  6251/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 1)
		n1 false (test_time = 19.9922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43917)
	variant  6252/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 50)
		n1 false (test_time = 19.6043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459642)
	variant  6253/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 49)
		n1 false (test_time = 19.7139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431651)
	variant  6254/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 48)
		n1 false (test_time = 19.6176)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432491)
	variant  6255/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 47)
		n1 false (test_time = 19.3561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403165)
	variant  6256/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 46)
		n1 false (test_time = 19.7347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415659)
	variant  6257/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 45)
		n1 false (test_time = 19.2118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383573)
	variant  6258/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 44)
		n1 false (test_time = 19.3611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39649)
	variant  6259/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 43)
		n1 false (test_time = 19.5955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386581)
	variant  6260/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 42)
		n1 false (test_time = 19.8693)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.371756)
	variant  6261/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 41)
		n1 false (test_time = 19.3499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370191)
	variant  6262/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 40)
		n1 false (test_time = 19.3405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343767)
	variant  6263/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 39)
		n1 false (test_time = 19.2386)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.333037)
	variant  6264/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 38)
		n1 false (test_time = 18.8579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329385)
	variant  6265/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 37)
		n1 false (test_time = 19.4674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31836)
	variant  6266/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 36)
		n1 false (test_time = 19.3333)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306827)
	variant  6267/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 35)
		n1 false (test_time = 19.7695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.305635)
	variant  6268/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 34)
		n1 false (test_time = 19.6384)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293258)
	variant  6269/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 33)
		n1 false (test_time = 19.3317)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271248)
	variant  6270/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 32)
		n1 false (test_time = 19.2463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.264325)
	variant  6271/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 31)
		n1 false (test_time = 19.3172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279864)
	variant  6272/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 30)
		n1 false (test_time = 19.574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.257605)
	variant  6273/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.8709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241419)
	variant  6274/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 28)
		n1 false (test_time = 19.5036)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24127)
	variant  6275/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 27)
		n1 false (test_time = 19.6272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225824)
	variant  6276/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 26)
		n1 false (test_time = 19.2628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214089)
	variant  6277/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 25)
		n1 false (test_time = 19.5806)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.206073)
	variant  6278/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 24)
		n1 false (test_time = 19.0202)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189347)
	variant  6279/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 23)
		n1 false (test_time = 18.8515)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.186482)
	variant  6280/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 22)
		n1 false (test_time = 19.3979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174678)
	variant  6281/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 21)
		n1 false (test_time = 19.5226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179278)
	variant  6282/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 20)
		n1 false (test_time = 19.6784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165785)
	variant  6283/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 19)
		n1 false (test_time = 21.2726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149861)
	variant  6284/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 18)
		n1 false (test_time = 19.2664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.139421)
	variant  6285/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 17)
		n1 false (test_time = 19.3254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129376)
	variant  6286/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 16)
		n1 false (test_time = 18.9958)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.120483)
	variant  6287/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 15)
		n1 false (test_time = 18.9283)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109767)
	variant  6288/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 14)
		n1 false (test_time = 18.7392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.101492)
	variant  6289/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 13)
		n1 false (test_time = 19.3276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095829)
	variant  6290/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 12)
		n1 false (test_time = 19.6602)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0887201)
	variant  6291/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 11)
		n1 false (test_time = 19.5223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0754869)
	variant  6292/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 10)
		n1 false (test_time = 19.424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0652649)
	variant  6293/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 9)
		n1 false (test_time = 19.3952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0563161)
	variant  6294/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 8)
		n1 false (test_time = 19.5183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0469501)
	variant  6295/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 7)
		n1 false (test_time = 19.4983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0383501)
	variant  6296/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 6)
		n1 false (test_time = 19.2536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0350111)
	variant  6297/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 5)
		n1 false (test_time = 19.3125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0188012)
	variant  6298/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 4)
		n1 false (test_time = 20.0459)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0108871)
	variant  6299/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 3)
		n1 false (test_time = 19.5763)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6300/57423 = ?(1,a(8360,8022)) ?(2,a(8360,8020)) ?(3,a(8360,8017)) ?(4,a(8360,7985)) ?(5,a(8360,7983)) ?(6,a(8360,7980)) ?(7,a(8360,7979)) ?(8,a(8360,7947)) ?(9,a(8360,7945)) ?(10,a(8360,7940)) ?(11,a(8360,7939)) ?(12,a(8360,7937)) ?(13,a(8360,4493)) ?(14,a(8360,4388)) ?(15,a(8360,4173)) ?(16,a(8360,3694)) ?(17,a(8360,3629)) ?(18,a(8360,2688)) ?(19,a(8359,8431)) ?(20,a(8359,8430)) ?(21,a(8359,8429)) ?(22,a(8359,8428)) ?(23,a(8359,8426)) ?(24,a(8359,8425)) ?(25,a(8359,8424)) ?(26,a(8359,8391)) ?(27,a(8359,8389)) ?(28,a(8359,8386)) ?(29,a(8359,8385)) ?(30,a(8359,8384)) ?(31,a(8359,8351)) ?(32,a(8359,8349)) ?(33,a(8359,8346)) ?(34,a(8359,8345)) ?(35,a(8359,8344)) ?(36,a(8359,8343)) ?(37,a(8359,8342)) ?(38,a(8359,8341)) ?(39,a(8359,8340)) ?(40,a(8359,8339)) ?(41,a(8359,8306)) ?(42,a(8359,8304)) ?(43,a(8359,8301)) ?(44,a(8359,8268)) ?(45,a(8359,8266)) ?(46,a(8359,8263)) ?(47,a(8359,8262)) ?(48,a(8359,8261)) ?(49,a(8359,8260)) ?(50,a(8359,8259))  (7831 tests, cond 2)
		n1 false (test_time = 19.1809)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 475.77)
search: ww_adaptive: found best (time_taken = 0.459108)
	variant  6301/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 1)
		n1 false (test_time = 20.9134)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.46068)
	variant  6302/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 50)
		n1 false (test_time = 19.378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453766)
	variant  6303/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 49)
		n1 false (test_time = 19.3508)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439335)
	variant  6304/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 48)
		n1 false (test_time = 20.0247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423252)
	variant  6305/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 47)
		n1 false (test_time = 18.9557)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407836)
	variant  6306/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 46)
		n1 false (test_time = 19.2052)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394863)
	variant  6307/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 45)
		n1 false (test_time = 19.2133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388653)
	variant  6308/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 44)
		n1 false (test_time = 18.9389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.375004)
	variant  6309/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 43)
		n1 false (test_time = 19.1112)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.372053)
	variant  6310/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 42)
		n1 false (test_time = 20.0924)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382924)
	variant  6311/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 41)
		n1 false (test_time = 19.8209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354114)
	variant  6312/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 40)
		n1 false (test_time = 19.2374)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340952)
	variant  6313/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 39)
		n1 false (test_time = 19.6173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350868)
	variant  6314/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 38)
		n1 false (test_time = 19.8434)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319416)
	variant  6315/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 37)
		n1 false (test_time = 19.1395)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317)
	variant  6316/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 36)
		n1 false (test_time = 19.6162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.323886)
	variant  6317/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 35)
		n1 false (test_time = 19.3698)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309841)
	variant  6318/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 34)
		n1 false (test_time = 19.2787)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308048)
	variant  6319/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 33)
		n1 false (test_time = 19.8553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286394)
	variant  6320/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 32)
		n1 false (test_time = 19.4875)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.268561)
	variant  6321/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.6399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256203)
	variant  6322/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 30)
		n1 false (test_time = 19.4569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244747)
	variant  6323/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 29)
		n1 false (test_time = 19.449)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233879)
	variant  6324/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 28)
		n1 false (test_time = 19.6778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23873)
	variant  6325/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 27)
		n1 false (test_time = 19.6528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247754)
	variant  6326/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 26)
		n1 false (test_time = 20.1268)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210072)
	variant  6327/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 25)
		n1 false (test_time = 19.1211)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199099)
	variant  6328/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 24)
		n1 false (test_time = 19.5931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199266)
	variant  6329/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 23)
		n1 false (test_time = 19.2136)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208141)
	variant  6330/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 22)
		n1 false (test_time = 19.1543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.174218)
	variant  6331/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 21)
		n1 false (test_time = 19.5207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168631)
	variant  6332/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 20)
		n1 false (test_time = 19.2949)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158959)
	variant  6333/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.4753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158396)
	variant  6334/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 18)
		n1 false (test_time = 19.7276)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144289)
	variant  6335/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 17)
		n1 false (test_time = 19.4513)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134727)
	variant  6336/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 16)
		n1 false (test_time = 19.4605)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127025)
	variant  6337/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 15)
		n1 false (test_time = 19.0138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109284)
	variant  6338/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 14)
		n1 false (test_time = 19.2514)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102867)
	variant  6339/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 13)
		n1 false (test_time = 19.326)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0913639)
	variant  6340/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 12)
		n1 false (test_time = 19.9437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0881631)
	variant  6341/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 11)
		n1 false (test_time = 19.4121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0750341)
	variant  6342/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 10)
		n1 false (test_time = 19.001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064086)
	variant  6343/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 9)
		n1 false (test_time = 19.4799)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0545681)
	variant  6344/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 8)
		n1 false (test_time = 19.4192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0488379)
	variant  6345/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 7)
		n1 false (test_time = 19.3643)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039304)
	variant  6346/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 6)
		n1 false (test_time = 20.4473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0352259)
	variant  6347/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 5)
		n1 false (test_time = 19.4773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0210359)
	variant  6348/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 4)
		n1 false (test_time = 19.467)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00988913)
	variant  6349/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 3)
		n1 false (test_time = 19.907)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6350/57423 = ?(1,a(8359,8258)) ?(2,a(8359,8225)) ?(3,a(8359,8223)) ?(4,a(8359,8220)) ?(5,a(8359,8219)) ?(6,a(8359,8218)) ?(7,a(8359,8217)) ?(8,a(8359,8216)) ?(9,a(8359,8215)) ?(10,a(8359,8214)) ?(11,a(8359,8213)) ?(12,a(8359,8212)) ?(13,a(8359,8179)) ?(14,a(8359,8177)) ?(15,a(8359,8174)) ?(16,a(8359,8173)) ?(17,a(8359,8172)) ?(18,a(8359,8139)) ?(19,a(8359,8137)) ?(20,a(8359,8134)) ?(21,a(8359,8133)) ?(22,a(8359,8132)) ?(23,a(8359,8099)) ?(24,a(8359,8097)) ?(25,a(8359,8094)) ?(26,a(8359,8093)) ?(27,a(8359,8092)) ?(28,a(8359,8059)) ?(29,a(8359,8057)) ?(30,a(8359,8054)) ?(31,a(8359,8022)) ?(32,a(8359,8020)) ?(33,a(8359,8017)) ?(34,a(8359,7985)) ?(35,a(8359,7983)) ?(36,a(8359,7980)) ?(37,a(8359,7979)) ?(38,a(8359,7947)) ?(39,a(8359,7945)) ?(40,a(8359,7940)) ?(41,a(8359,7939)) ?(42,a(8359,7937)) ?(43,a(8359,4493)) ?(44,a(8359,4388)) ?(45,a(8359,4173)) ?(46,a(8359,3694)) ?(47,a(8359,3629)) ?(48,a(8359,2688)) ?(49,a(8358,8431)) ?(50,a(8358,8430))  (7831 tests, cond 2)
		n1 false (test_time = 20.0516)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 471.595)
search: ww_adaptive: found best (time_taken = 0.451186)
	variant  6351/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 1)
		n1 false (test_time = 19.9339)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441594)
	variant  6352/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 50)
		n1 false (test_time = 19.1546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.431024)
	variant  6353/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 49)
		n1 false (test_time = 19.3954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.419551)
	variant  6354/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 48)
		n1 false (test_time = 19.1631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409343)
	variant  6355/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 47)
		n1 false (test_time = 19.8121)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413022)
	variant  6356/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 46)
		n1 false (test_time = 19.4314)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405004)
	variant  6357/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.9387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386508)
	variant  6358/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 44)
		n1 false (test_time = 19.9988)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378526)
	variant  6359/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 43)
		n1 false (test_time = 19.649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369854)
	variant  6360/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 42)
		n1 false (test_time = 19.2714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357734)
	variant  6361/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 41)
		n1 false (test_time = 19.5538)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356556)
	variant  6362/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 40)
		n1 false (test_time = 19.6823)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348306)
	variant  6363/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 39)
		n1 false (test_time = 19.2964)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329545)
	variant  6364/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 38)
		n1 false (test_time = 19.6324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331347)
	variant  6365/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 37)
		n1 false (test_time = 19.3152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318419)
	variant  6366/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 36)
		n1 false (test_time = 19.2111)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30573)
	variant  6367/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 35)
		n1 false (test_time = 19.37)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.309445)
	variant  6368/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 34)
		n1 false (test_time = 19.728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.290545)
	variant  6369/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 33)
		n1 false (test_time = 19.5595)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273887)
	variant  6370/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 32)
		n1 false (test_time = 20.8744)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267683)
	variant  6371/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 31)
		n1 false (test_time = 19.7779)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265507)
	variant  6372/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 30)
		n1 false (test_time = 19.4385)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.251212)
	variant  6373/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 29)
		n1 false (test_time = 19.4526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237614)
	variant  6374/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 28)
		n1 false (test_time = 19.3536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.234522)
	variant  6375/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 27)
		n1 false (test_time = 19.421)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221169)
	variant  6376/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 26)
		n1 false (test_time = 20.4222)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225561)
	variant  6377/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 25)
		n1 false (test_time = 19.9474)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.205183)
	variant  6378/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 24)
		n1 false (test_time = 19.2351)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203541)
	variant  6379/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 23)
		n1 false (test_time = 19.9679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183185)
	variant  6380/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 22)
		n1 false (test_time = 19.1464)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173857)
	variant  6381/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 21)
		n1 false (test_time = 19.2029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179729)
	variant  6382/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 20)
		n1 false (test_time = 19.9889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164833)
	variant  6383/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 19)
		n1 false (test_time = 19.3575)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153785)
	variant  6384/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 18)
		n1 false (test_time = 19.2295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141141)
	variant  6385/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 17)
		n1 false (test_time = 19.3872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13834)
	variant  6386/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 16)
		n1 false (test_time = 19.2892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.122811)
	variant  6387/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 15)
		n1 false (test_time = 19.1993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11326)
	variant  6388/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 14)
		n1 false (test_time = 19.5272)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117541)
	variant  6389/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 13)
		n1 false (test_time = 19.2077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.091099)
	variant  6390/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 12)
		n1 false (test_time = 19.5546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095031)
	variant  6391/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 11)
		n1 false (test_time = 19.9944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0799949)
	variant  6392/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 10)
		n1 false (test_time = 19.7181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0665329)
	variant  6393/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 9)
		n1 false (test_time = 19.0169)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056076)
	variant  6394/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 8)
		n1 false (test_time = 19.124)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0457389)
	variant  6395/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 7)
		n1 false (test_time = 19.0355)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0379181)
	variant  6396/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 6)
		n1 false (test_time = 19.5651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0317199)
	variant  6397/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 5)
		n1 false (test_time = 19.804)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0196259)
	variant  6398/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 4)
		n1 false (test_time = 19.1967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00966597)
	variant  6399/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 3)
		n1 false (test_time = 18.8712)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6400/57423 = ?(1,a(8358,8429)) ?(2,a(8358,8428)) ?(3,a(8358,8426)) ?(4,a(8358,8425)) ?(5,a(8358,8424)) ?(6,a(8358,8391)) ?(7,a(8358,8389)) ?(8,a(8358,8386)) ?(9,a(8358,8385)) ?(10,a(8358,8384)) ?(11,a(8358,8351)) ?(12,a(8358,8349)) ?(13,a(8358,8346)) ?(14,a(8358,8345)) ?(15,a(8358,8344)) ?(16,a(8358,8343)) ?(17,a(8358,8342)) ?(18,a(8358,8341)) ?(19,a(8358,8340)) ?(20,a(8358,8339)) ?(21,a(8358,8306)) ?(22,a(8358,8304)) ?(23,a(8358,8301)) ?(24,a(8358,8268)) ?(25,a(8358,8266)) ?(26,a(8358,8263)) ?(27,a(8358,8262)) ?(28,a(8358,8261)) ?(29,a(8358,8260)) ?(30,a(8358,8259)) ?(31,a(8358,8258)) ?(32,a(8358,8225)) ?(33,a(8358,8223)) ?(34,a(8358,8220)) ?(35,a(8358,8219)) ?(36,a(8358,8218)) ?(37,a(8358,8217)) ?(38,a(8358,8216)) ?(39,a(8358,8215)) ?(40,a(8358,8214)) ?(41,a(8358,8213)) ?(42,a(8358,8212)) ?(43,a(8358,8179)) ?(44,a(8358,8177)) ?(45,a(8358,8174)) ?(46,a(8358,8173)) ?(47,a(8358,8172)) ?(48,a(8358,8139)) ?(49,a(8358,8137)) ?(50,a(8358,8134))  (7831 tests, cond 2)
		n1 false (test_time = 19.9462)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 473.295)
search: ww_adaptive: found best (time_taken = 0.445939)
	variant  6401/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.9035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.459617)
	variant  6402/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 50)
		n1 false (test_time = 19.2306)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429655)
	variant  6403/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 49)
		n1 false (test_time = 19.4868)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43831)
	variant  6404/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 48)
		n1 false (test_time = 18.9588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405945)
	variant  6405/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 47)
		n1 false (test_time = 19.4673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424018)
	variant  6406/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 46)
		n1 false (test_time = 19.5985)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396237)
	variant  6407/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396168)
	variant  6408/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 44)
		n1 false (test_time = 19.5148)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391084)
	variant  6409/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 43)
		n1 false (test_time = 19.5252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386767)
	variant  6410/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 42)
		n1 false (test_time = 19.1818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.352401)
	variant  6411/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 41)
		n1 false (test_time = 19.2537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361693)
	variant  6412/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 40)
		n1 false (test_time = 20.0539)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357766)
	variant  6413/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 39)
		n1 false (test_time = 20.3138)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36731)
	variant  6414/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 38)
		n1 false (test_time = 20.1033)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422118)
	variant  6415/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 37)
		n1 false (test_time = 20.2841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332816)
	variant  6416/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 36)
		n1 false (test_time = 20.9021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332631)
	variant  6417/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 35)
		n1 false (test_time = 21.4983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316301)
	variant  6418/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 34)
		n1 false (test_time = 19.8955)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292806)
	variant  6419/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 33)
		n1 false (test_time = 19.532)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287313)
	variant  6420/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 32)
		n1 false (test_time = 20.4265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281573)
	variant  6421/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 31)
		n1 false (test_time = 19.9291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.280543)
	variant  6422/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.9913)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250831)
	variant  6423/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 29)
		n1 false (test_time = 20.1141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.24245)
	variant  6424/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 28)
		n1 false (test_time = 20.2032)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.242149)
	variant  6425/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 27)
		n1 false (test_time = 19.4101)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237059)
	variant  6426/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 26)
		n1 false (test_time = 20.2294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247132)
	variant  6427/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 25)
		n1 false (test_time = 20.2118)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.204781)
	variant  6428/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.3329)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196183)
	variant  6429/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 23)
		n1 false (test_time = 19.7549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184551)
	variant  6430/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 22)
		n1 false (test_time = 19.6056)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188534)
	variant  6431/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.6207)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178326)
	variant  6432/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 20)
		n1 false (test_time = 20.3044)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.16293)
	variant  6433/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 19)
		n1 false (test_time = 19.78)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155532)
	variant  6434/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.5628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.151165)
	variant  6435/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 17)
		n1 false (test_time = 20.6095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129494)
	variant  6436/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 16)
		n1 false (test_time = 19.7007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.12052)
	variant  6437/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.3061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115745)
	variant  6438/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 14)
		n1 false (test_time = 19.8229)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104276)
	variant  6439/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 13)
		n1 false (test_time = 19.3731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0926559)
	variant  6440/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 12)
		n1 false (test_time = 19.3836)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0819409)
	variant  6441/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 11)
		n1 false (test_time = 20.0654)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0741138)
	variant  6442/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 10)
		n1 false (test_time = 20.1436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.06389)
	variant  6443/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 9)
		n1 false (test_time = 19.4869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055182)
	variant  6444/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.4718)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0497661)
	variant  6445/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 7)
		n1 false (test_time = 19.7055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038368)
	variant  6446/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.4353)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0293901)
	variant  6447/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 5)
		n1 false (test_time = 19.5332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.03)
	variant  6448/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 4)
		n1 false (test_time = 19.4648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010535)
	variant  6449/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 3)
		n1 false (test_time = 19.7175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6450/57423 = ?(1,a(8358,8133)) ?(2,a(8358,8132)) ?(3,a(8358,8099)) ?(4,a(8358,8097)) ?(5,a(8358,8094)) ?(6,a(8358,8093)) ?(7,a(8358,8092)) ?(8,a(8358,8059)) ?(9,a(8358,8057)) ?(10,a(8358,8054)) ?(11,a(8358,8022)) ?(12,a(8358,8020)) ?(13,a(8358,8017)) ?(14,a(8358,7985)) ?(15,a(8358,7983)) ?(16,a(8358,7980)) ?(17,a(8358,7979)) ?(18,a(8358,7947)) ?(19,a(8358,7945)) ?(20,a(8358,7940)) ?(21,a(8358,7939)) ?(22,a(8358,7937)) ?(23,a(8358,4493)) ?(24,a(8358,4388)) ?(25,a(8358,4173)) ?(26,a(8358,3694)) ?(27,a(8358,3629)) ?(28,a(8358,2688)) ?(29,a(8357,8431)) ?(30,a(8357,8430)) ?(31,a(8357,8429)) ?(32,a(8357,8428)) ?(33,a(8357,8426)) ?(34,a(8357,8425)) ?(35,a(8357,8424)) ?(36,a(8357,8391)) ?(37,a(8357,8389)) ?(38,a(8357,8386)) ?(39,a(8357,8385)) ?(40,a(8357,8384)) ?(41,a(8357,8351)) ?(42,a(8357,8349)) ?(43,a(8357,8346)) ?(44,a(8357,8345)) ?(45,a(8357,8344)) ?(46,a(8357,8343)) ?(47,a(8357,8342)) ?(48,a(8357,8341)) ?(49,a(8357,8340)) ?(50,a(8357,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.7236)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 476.54)
search: ww_adaptive: found best (time_taken = 0.473348)
	variant  6451/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 1)
		n1 false (test_time = 20.5253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.477319)
	variant  6452/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 50)
		n1 false (test_time = 19.6751)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441702)
	variant  6453/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 49)
		n1 false (test_time = 20.2242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.446174)
	variant  6454/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 48)
		n1 false (test_time = 20.1172)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435485)
	variant  6455/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 47)
		n1 false (test_time = 20.0106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.45821)
	variant  6456/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 46)
		n1 false (test_time = 20.06)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417735)
	variant  6457/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 45)
		n1 false (test_time = 19.9872)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398193)
	variant  6458/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 44)
		n1 false (test_time = 20.0242)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38631)
	variant  6459/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 43)
		n1 false (test_time = 19.4284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394855)
	variant  6460/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 42)
		n1 false (test_time = 19.2503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368302)
	variant  6461/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 41)
		n1 false (test_time = 19.7803)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.377646)
	variant  6462/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 40)
		n1 false (test_time = 19.7546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.36714)
	variant  6463/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 39)
		n1 false (test_time = 19.5444)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351697)
	variant  6464/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 38)
		n1 false (test_time = 19.3996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.331118)
	variant  6465/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19.2716)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307854)
	variant  6466/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 36)
		n1 false (test_time = 19.2723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.317212)
	variant  6467/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 35)
		n1 false (test_time = 19.0481)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295865)
	variant  6468/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 34)
		n1 false (test_time = 19.1685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288476)
	variant  6469/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 33)
		n1 false (test_time = 19.3847)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272882)
	variant  6470/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 32)
		n1 false (test_time = 19.5574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267239)
	variant  6471/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 31)
		n1 false (test_time = 19.1759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.25668)
	variant  6472/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 30)
		n1 false (test_time = 19.5502)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247576)
	variant  6473/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 29)
		n1 false (test_time = 19.9818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247292)
	variant  6474/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.3554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227609)
	variant  6475/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 27)
		n1 false (test_time = 19.497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228965)
	variant  6476/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 26)
		n1 false (test_time = 20.0413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.220299)
	variant  6477/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 25)
		n1 false (test_time = 19.4338)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200613)
	variant  6478/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 24)
		n1 false (test_time = 19.3878)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201952)
	variant  6479/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 23)
		n1 false (test_time = 19.5611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201017)
	variant  6480/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 22)
		n1 false (test_time = 20.0006)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.194806)
	variant  6481/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 21)
		n1 false (test_time = 19.2257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.175114)
	variant  6482/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 20)
		n1 false (test_time = 19.3631)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153249)
	variant  6483/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 19)
		n1 false (test_time = 19.4983)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161071)
	variant  6484/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 18)
		n1 false (test_time = 19.4475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143072)
	variant  6485/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 17)
		n1 false (test_time = 19.628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.133817)
	variant  6486/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 16)
		n1 false (test_time = 19.7026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121662)
	variant  6487/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 15)
		n1 false (test_time = 19.2087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109388)
	variant  6488/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 14)
		n1 false (test_time = 19.8073)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104469)
	variant  6489/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.9055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0967019)
	variant  6490/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 12)
		n1 false (test_time = 20.011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085284)
	variant  6491/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 11)
		n1 false (test_time = 19.8874)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076282)
	variant  6492/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 10)
		n1 false (test_time = 19.8679)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.064523)
	variant  6493/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 9)
		n1 false (test_time = 19.8183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0561049)
	variant  6494/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 8)
		n1 false (test_time = 19.6902)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0496259)
	variant  6495/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 7)
		n1 false (test_time = 19.6437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0362968)
	variant  6496/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 6)
		n1 false (test_time = 19.1447)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0291221)
	variant  6497/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 5)
		n1 false (test_time = 19.7457)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0185711)
	variant  6498/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 4)
		n1 false (test_time = 19.1651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102601)
	variant  6499/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 3)
		n1 false (test_time = 19.1746)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6500/57423 = ?(1,a(8357,8306)) ?(2,a(8357,8304)) ?(3,a(8357,8301)) ?(4,a(8357,8268)) ?(5,a(8357,8266)) ?(6,a(8357,8263)) ?(7,a(8357,8262)) ?(8,a(8357,8261)) ?(9,a(8357,8260)) ?(10,a(8357,8259)) ?(11,a(8357,8258)) ?(12,a(8357,8225)) ?(13,a(8357,8223)) ?(14,a(8357,8220)) ?(15,a(8357,8219)) ?(16,a(8357,8218)) ?(17,a(8357,8217)) ?(18,a(8357,8216)) ?(19,a(8357,8215)) ?(20,a(8357,8214)) ?(21,a(8357,8213)) ?(22,a(8357,8212)) ?(23,a(8357,8179)) ?(24,a(8357,8177)) ?(25,a(8357,8174)) ?(26,a(8357,8173)) ?(27,a(8357,8172)) ?(28,a(8357,8139)) ?(29,a(8357,8137)) ?(30,a(8357,8134)) ?(31,a(8357,8133)) ?(32,a(8357,8132)) ?(33,a(8357,8099)) ?(34,a(8357,8097)) ?(35,a(8357,8094)) ?(36,a(8357,8093)) ?(37,a(8357,8092)) ?(38,a(8357,8059)) ?(39,a(8357,8057)) ?(40,a(8357,8054)) ?(41,a(8357,8022)) ?(42,a(8357,8020)) ?(43,a(8357,8017)) ?(44,a(8357,7985)) ?(45,a(8357,7983)) ?(46,a(8357,7980)) ?(47,a(8357,7979)) ?(48,a(8357,7947)) ?(49,a(8357,7945)) ?(50,a(8357,7940))  (7831 tests, cond 2)
		n1 false (test_time = 20.1648)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 470.53)
search: ww_adaptive: found best (time_taken = 0.444496)
	variant  6501/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 1)
		n1 false (test_time = 19.7645)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439698)
	variant  6502/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 50)
		n1 false (test_time = 19.0427)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.429252)
	variant  6503/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 49)
		n1 false (test_time = 19.3636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.464164)
	variant  6504/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 48)
		n1 false (test_time = 19.4473)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407339)
	variant  6505/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 47)
		n1 false (test_time = 19.4997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410716)
	variant  6506/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 46)
		n1 false (test_time = 19.805)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395664)
	variant  6507/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 45)
		n1 false (test_time = 19.3721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407864)
	variant  6508/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 44)
		n1 false (test_time = 19.0891)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368756)
	variant  6509/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 43)
		n1 false (test_time = 19.4171)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391305)
	variant  6510/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 42)
		n1 false (test_time = 19.435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362129)
	variant  6511/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 41)
		n1 false (test_time = 19.2922)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351602)
	variant  6512/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 40)
		n1 false (test_time = 19.3867)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.374019)
	variant  6513/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 39)
		n1 false (test_time = 19.6952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.356547)
	variant  6514/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 38)
		n1 false (test_time = 19.4818)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.340439)
	variant  6515/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 37)
		n1 false (test_time = 19.5569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33188)
	variant  6516/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 36)
		n1 false (test_time = 19.4089)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310871)
	variant  6517/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 35)
		n1 false (test_time = 19.6517)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295879)
	variant  6518/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 34)
		n1 false (test_time = 19.4785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285802)
	variant  6519/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 33)
		n1 false (test_time = 19.2269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.279051)
	variant  6520/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 32)
		n1 false (test_time = 19.0855)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.263011)
	variant  6521/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 31)
		n1 false (test_time = 20.1035)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283893)
	variant  6522/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 30)
		n1 false (test_time = 19.6657)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255943)
	variant  6523/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 29)
		n1 false (test_time = 19.4632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240858)
	variant  6524/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 28)
		n1 false (test_time = 18.982)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233491)
	variant  6525/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 27)
		n1 false (test_time = 19.3435)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23835)
	variant  6526/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 26)
		n1 false (test_time = 19.4671)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.212211)
	variant  6527/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 25)
		n1 false (test_time = 19.7492)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221672)
	variant  6528/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 24)
		n1 false (test_time = 19.8065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.20655)
	variant  6529/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 23)
		n1 false (test_time = 19.4864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192496)
	variant  6530/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 22)
		n1 false (test_time = 19.6452)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185658)
	variant  6531/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 21)
		n1 false (test_time = 19.4676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164473)
	variant  6532/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 20)
		n1 false (test_time = 19.4642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183474)
	variant  6533/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 19)
		n1 false (test_time = 19.0844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147676)
	variant  6534/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 18)
		n1 false (test_time = 18.7937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.144458)
	variant  6535/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 17)
		n1 false (test_time = 19.1168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129621)
	variant  6536/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 16)
		n1 false (test_time = 19.4721)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123626)
	variant  6537/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 15)
		n1 false (test_time = 19.257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113183)
	variant  6538/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 14)
		n1 false (test_time = 18.7808)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0996912)
	variant  6539/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 13)
		n1 false (test_time = 19.1265)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0937049)
	variant  6540/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 12)
		n1 false (test_time = 19.4392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0848629)
	variant  6541/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 11)
		n1 false (test_time = 19.2289)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0743821)
	variant  6542/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 10)
		n1 false (test_time = 19.6756)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.068181)
	variant  6543/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 9)
		n1 false (test_time = 19.6348)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056742)
	variant  6544/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 8)
		n1 false (test_time = 19.1555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0463181)
	variant  6545/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 7)
		n1 false (test_time = 18.9536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0398459)
	variant  6546/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 6)
		n1 false (test_time = 19.2076)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027782)
	variant  6547/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 5)
		n1 false (test_time = 18.7967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019944)
	variant  6548/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 4)
		n1 false (test_time = 19.2445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00996804)
	variant  6549/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 3)
		n1 false (test_time = 19.0489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.5974e-05)
	variant  6550/57423 = ?(1,a(8357,7939)) ?(2,a(8357,7937)) ?(3,a(8357,4493)) ?(4,a(8357,4388)) ?(5,a(8357,4173)) ?(6,a(8357,3694)) ?(7,a(8357,3629)) ?(8,a(8357,2688)) ?(9,a(8356,8431)) ?(10,a(8356,8430)) ?(11,a(8356,8429)) ?(12,a(8356,8428)) ?(13,a(8356,8426)) ?(14,a(8356,8425)) ?(15,a(8356,8424)) ?(16,a(8356,8391)) ?(17,a(8356,8389)) ?(18,a(8356,8386)) ?(19,a(8356,8385)) ?(20,a(8356,8384)) ?(21,a(8356,8351)) ?(22,a(8356,8349)) ?(23,a(8356,8346)) ?(24,a(8356,8345)) ?(25,a(8356,8344)) ?(26,a(8356,8343)) ?(27,a(8356,8342)) ?(28,a(8356,8341)) ?(29,a(8356,8340)) ?(30,a(8356,8339)) ?(31,a(8356,8306)) ?(32,a(8356,8304)) ?(33,a(8356,8301)) ?(34,a(8356,8268)) ?(35,a(8356,8266)) ?(36,a(8356,8263)) ?(37,a(8356,8262)) ?(38,a(8356,8261)) ?(39,a(8356,8260)) ?(40,a(8356,8259)) ?(41,a(8356,8258)) ?(42,a(8356,8225)) ?(43,a(8356,8223)) ?(44,a(8356,8220)) ?(45,a(8356,8219)) ?(46,a(8356,8218)) ?(47,a(8356,8217)) ?(48,a(8356,8216)) ?(49,a(8356,8215)) ?(50,a(8356,8214))  (7831 tests, cond 2)
		n1 false (test_time = 19.1575)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 470.388)
search: ww_adaptive: found best (time_taken = 0.462498)
	variant  6551/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 1)
		n1 false (test_time = 19.4233)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.441491)
	variant  6552/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 50)
		n1 false (test_time = 19.8396)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460618)
	variant  6553/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 49)
		n1 false (test_time = 19.3714)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440335)
	variant  6554/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 48)
		n1 false (test_time = 19.2968)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.444217)
	variant  6555/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 47)
		n1 false (test_time = 19.7015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.404564)
	variant  6556/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 46)
		n1 false (test_time = 19.9792)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405271)
	variant  6557/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 45)
		n1 false (test_time = 20.2308)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398208)
	variant  6558/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 44)
		n1 false (test_time = 19.5701)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3895)
	variant  6559/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 43)
		n1 false (test_time = 19.8682)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.370887)
	variant  6560/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 42)
		n1 false (test_time = 20.0519)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38733)
	variant  6561/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 41)
		n1 false (test_time = 20.0448)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.405946)
	variant  6562/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 40)
		n1 false (test_time = 20.4548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.349333)
	variant  6563/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 39)
		n1 false (test_time = 19.8288)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339736)
	variant  6564/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 38)
		n1 false (test_time = 19.5994)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.345676)
	variant  6565/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 37)
		n1 false (test_time = 18.8028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314915)
	variant  6566/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 36)
		n1 false (test_time = 19.0825)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316777)
	variant  6567/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 35)
		n1 false (test_time = 19.1068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.292474)
	variant  6568/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 34)
		n1 false (test_time = 18.9899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287488)
	variant  6569/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 33)
		n1 false (test_time = 19.0981)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.273068)
	variant  6570/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 32)
		n1 false (test_time = 19.7316)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283025)
	variant  6571/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 31)
		n1 false (test_time = 20.1864)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.269992)
	variant  6572/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 30)
		n1 false (test_time = 20.5967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267985)
	variant  6573/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 29)
		n1 false (test_time = 20.2237)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244922)
	variant  6574/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 28)
		n1 false (test_time = 20.162)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244324)
	variant  6575/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 27)
		n1 false (test_time = 19.8026)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.23308)
	variant  6576/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 26)
		n1 false (test_time = 19.179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210829)
	variant  6577/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 25)
		n1 false (test_time = 19.2972)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209714)
	variant  6578/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 24)
		n1 false (test_time = 19.9876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211548)
	variant  6579/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 23)
		n1 false (test_time = 19.5614)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.189115)
	variant  6580/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 22)
		n1 false (test_time = 19.3158)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171143)
	variant  6581/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 21)
		n1 false (test_time = 20.0755)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171226)
	variant  6582/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 20)
		n1 false (test_time = 19.6516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155446)
	variant  6583/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 19)
		n1 false (test_time = 19.5349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149312)
	variant  6584/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 18)
		n1 false (test_time = 19.51)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149421)
	variant  6585/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 17)
		n1 false (test_time = 19.2668)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128046)
	variant  6586/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 16)
		n1 false (test_time = 19.012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.1206)
	variant  6587/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 15)
		n1 false (test_time = 19.4254)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.115402)
	variant  6588/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 14)
		n1 false (test_time = 19.2592)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104659)
	variant  6589/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 13)
		n1 false (test_time = 19.0772)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094306)
	variant  6590/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 12)
		n1 false (test_time = 19.3528)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0823021)
	variant  6591/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 11)
		n1 false (test_time = 18.6767)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.079973)
	variant  6592/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 10)
		n1 false (test_time = 19.2105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0651829)
	variant  6593/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 9)
		n1 false (test_time = 19.8815)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0621281)
	variant  6594/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 8)
		n1 false (test_time = 19.5555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0474579)
	variant  6595/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 7)
		n1 false (test_time = 19.1332)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0372169)
	variant  6596/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 6)
		n1 false (test_time = 19.3526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0295298)
	variant  6597/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 5)
		n1 false (test_time = 18.9478)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0190458)
	variant  6598/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 4)
		n1 false (test_time = 19.1469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00969577)
	variant  6599/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 3)
		n1 false (test_time = 19.2472)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6600/57423 = ?(1,a(8356,8213)) ?(2,a(8356,8212)) ?(3,a(8356,8179)) ?(4,a(8356,8177)) ?(5,a(8356,8174)) ?(6,a(8356,8173)) ?(7,a(8356,8172)) ?(8,a(8356,8139)) ?(9,a(8356,8137)) ?(10,a(8356,8134)) ?(11,a(8356,8133)) ?(12,a(8356,8132)) ?(13,a(8356,8099)) ?(14,a(8356,8097)) ?(15,a(8356,8094)) ?(16,a(8356,8093)) ?(17,a(8356,8092)) ?(18,a(8356,8059)) ?(19,a(8356,8057)) ?(20,a(8356,8054)) ?(21,a(8356,8022)) ?(22,a(8356,8020)) ?(23,a(8356,8017)) ?(24,a(8356,7985)) ?(25,a(8356,7983)) ?(26,a(8356,7980)) ?(27,a(8356,7979)) ?(28,a(8356,7947)) ?(29,a(8356,7945)) ?(30,a(8356,7940)) ?(31,a(8356,7939)) ?(32,a(8356,7937)) ?(33,a(8356,4493)) ?(34,a(8356,4388)) ?(35,a(8356,4173)) ?(36,a(8356,3694)) ?(37,a(8356,3629)) ?(38,a(8356,2688)) ?(39,a(8355,8431)) ?(40,a(8355,8430)) ?(41,a(8355,8429)) ?(42,a(8355,8428)) ?(43,a(8355,8426)) ?(44,a(8355,8425)) ?(45,a(8355,8424)) ?(46,a(8355,8391)) ?(47,a(8355,8389)) ?(48,a(8355,8386)) ?(49,a(8355,8385)) ?(50,a(8355,8384))  (7831 tests, cond 2)
		n1 false (test_time = 19.2788)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 467.304)
search: ww_adaptive: found best (time_taken = 0.452488)
	variant  6601/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 1)
		n1 false (test_time = 20.1284)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.439413)
	variant  6602/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 50)
		n1 false (test_time = 19.3147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.448511)
	variant  6603/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 49)
		n1 false (test_time = 19.3342)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424151)
	variant  6604/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 48)
		n1 false (test_time = 19.039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.411577)
	variant  6605/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 47)
		n1 false (test_time = 19.074)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.42005)
	variant  6606/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 46)
		n1 false (test_time = 19.6364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395193)
	variant  6607/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 45)
		n1 false (test_time = 18.8737)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.38971)
	variant  6608/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 44)
		n1 false (test_time = 19.2037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.382148)
	variant  6609/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 43)
		n1 false (test_time = 19.6077)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386709)
	variant  6610/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 42)
		n1 false (test_time = 19.4458)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367744)
	variant  6611/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 41)
		n1 false (test_time = 18.8926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380768)
	variant  6612/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 40)
		n1 false (test_time = 19.7255)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351922)
	variant  6613/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 39)
		n1 false (test_time = 19.6778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.329757)
	variant  6614/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 38)
		n1 false (test_time = 19.4125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3434)
	variant  6615/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 37)
		n1 false (test_time = 20.07)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330704)
	variant  6616/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 36)
		n1 false (test_time = 20.2037)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314914)
	variant  6617/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 35)
		n1 false (test_time = 19.3912)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.314769)
	variant  6618/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 34)
		n1 false (test_time = 19.6393)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300743)
	variant  6619/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 33)
		n1 false (test_time = 19.6648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303825)
	variant  6620/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 32)
		n1 false (test_time = 19.7908)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.303288)
	variant  6621/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 31)
		n1 false (test_time = 19.4429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.287984)
	variant  6622/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 30)
		n1 false (test_time = 19.2261)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.256709)
	variant  6623/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 29)
		n1 false (test_time = 20.2553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261967)
	variant  6624/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 28)
		n1 false (test_time = 19.6098)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239077)
	variant  6625/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 27)
		n1 false (test_time = 19.5087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217546)
	variant  6626/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 26)
		n1 false (test_time = 19.1018)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208347)
	variant  6627/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 25)
		n1 false (test_time = 19.5612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221725)
	variant  6628/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 24)
		n1 false (test_time = 19.2256)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.190945)
	variant  6629/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 23)
		n1 false (test_time = 19.4021)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.182264)
	variant  6630/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 22)
		n1 false (test_time = 19.7438)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.200329)
	variant  6631/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 21)
		n1 false (test_time = 19.01)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161606)
	variant  6632/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 20)
		n1 false (test_time = 19.2553)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15144)
	variant  6633/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 19)
		n1 false (test_time = 18.8977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.147312)
	variant  6634/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 18)
		n1 false (test_time = 19.516)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.142028)
	variant  6635/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 17)
		n1 false (test_time = 19.3069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138661)
	variant  6636/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 16)
		n1 false (test_time = 19.1072)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118821)
	variant  6637/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 15)
		n1 false (test_time = 19.3414)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.118053)
	variant  6638/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 14)
		n1 false (test_time = 19.3506)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.104241)
	variant  6639/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 13)
		n1 false (test_time = 19.0263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0936811)
	variant  6640/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 12)
		n1 false (test_time = 18.9757)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0817478)
	variant  6641/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 11)
		n1 false (test_time = 19.0476)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0739131)
	variant  6642/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 10)
		n1 false (test_time = 19.1739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0643411)
	variant  6643/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 9)
		n1 false (test_time = 19.3429)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055865)
	variant  6644/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 8)
		n1 false (test_time = 19.058)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0453689)
	variant  6645/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 7)
		n1 false (test_time = 19.7612)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.038255)
	variant  6646/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 6)
		n1 false (test_time = 19.2356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0270891)
	variant  6647/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 5)
		n1 false (test_time = 19.1622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0192652)
	variant  6648/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 4)
		n1 false (test_time = 18.8998)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102179)
	variant  6649/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 3)
		n1 false (test_time = 19.1862)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.15256e-06)
	variant  6650/57423 = ?(1,a(8355,8351)) ?(2,a(8355,8349)) ?(3,a(8355,8346)) ?(4,a(8355,8345)) ?(5,a(8355,8344)) ?(6,a(8355,8343)) ?(7,a(8355,8342)) ?(8,a(8355,8341)) ?(9,a(8355,8340)) ?(10,a(8355,8339)) ?(11,a(8355,8306)) ?(12,a(8355,8304)) ?(13,a(8355,8301)) ?(14,a(8355,8268)) ?(15,a(8355,8266)) ?(16,a(8355,8263)) ?(17,a(8355,8262)) ?(18,a(8355,8261)) ?(19,a(8355,8260)) ?(20,a(8355,8259)) ?(21,a(8355,8258)) ?(22,a(8355,8225)) ?(23,a(8355,8223)) ?(24,a(8355,8220)) ?(25,a(8355,8219)) ?(26,a(8355,8218)) ?(27,a(8355,8217)) ?(28,a(8355,8216)) ?(29,a(8355,8215)) ?(30,a(8355,8214)) ?(31,a(8355,8213)) ?(32,a(8355,8212)) ?(33,a(8355,8179)) ?(34,a(8355,8177)) ?(35,a(8355,8174)) ?(36,a(8355,8173)) ?(37,a(8355,8172)) ?(38,a(8355,8139)) ?(39,a(8355,8137)) ?(40,a(8355,8134)) ?(41,a(8355,8133)) ?(42,a(8355,8132)) ?(43,a(8355,8099)) ?(44,a(8355,8097)) ?(45,a(8355,8094)) ?(46,a(8355,8093)) ?(47,a(8355,8092)) ?(48,a(8355,8059)) ?(49,a(8355,8057)) ?(50,a(8355,8054))  (7831 tests, cond 2)
		n1 false (test_time = 19.2766)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 466.656)
search: ww_adaptive: found best (time_taken = 0.451764)
	variant  6651/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 1)
		n1 false (test_time = 21.2674)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.497003)
	variant  6652/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 50)
		n1 false (test_time = 21.3561)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.452288)
	variant  6653/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 49)
		n1 false (test_time = 20.0743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437144)
	variant  6654/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 48)
		n1 false (test_time = 20.2896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.414161)
	variant  6655/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 47)
		n1 false (test_time = 19.3258)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.410354)
	variant  6656/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 46)
		n1 false (test_time = 19.177)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398813)
	variant  6657/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 45)
		n1 false (test_time = 19.2503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389551)
	variant  6658/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 44)
		n1 false (test_time = 19.2287)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388078)
	variant  6659/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 43)
		n1 false (test_time = 19.503)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.366864)
	variant  6660/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 42)
		n1 false (test_time = 19.7973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363807)
	variant  6661/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 41)
		n1 false (test_time = 19.3247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.357027)
	variant  6662/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 40)
		n1 false (test_time = 19.0499)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336217)
	variant  6663/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 39)
		n1 false (test_time = 20.2844)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.334418)
	variant  6664/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 38)
		n1 false (test_time = 19.1278)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319345)
	variant  6665/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 37)
		n1 false (test_time = 19.2179)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.332478)
	variant  6666/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 36)
		n1 false (test_time = 19.6863)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.312371)
	variant  6667/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 35)
		n1 false (test_time = 19.4551)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304694)
	variant  6668/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 34)
		n1 false (test_time = 19.2731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288889)
	variant  6669/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 33)
		n1 false (test_time = 19.7996)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.285143)
	variant  6670/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 32)
		n1 false (test_time = 19.1953)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278759)
	variant  6671/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 31)
		n1 false (test_time = 19.2286)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.267705)
	variant  6672/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 30)
		n1 false (test_time = 19.6271)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254478)
	variant  6673/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 29)
		n1 false (test_time = 18.7684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239219)
	variant  6674/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 28)
		n1 false (test_time = 19.0422)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.245572)
	variant  6675/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 27)
		n1 false (test_time = 19.1558)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.217436)
	variant  6676/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 26)
		n1 false (test_time = 19.0377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208829)
	variant  6677/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 25)
		n1 false (test_time = 19.0564)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201149)
	variant  6678/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 24)
		n1 false (test_time = 19.1192)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.196706)
	variant  6679/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 23)
		n1 false (test_time = 19.2399)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.180399)
	variant  6680/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 22)
		n1 false (test_time = 19.6046)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179471)
	variant  6681/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 21)
		n1 false (test_time = 19.4108)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176001)
	variant  6682/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 20)
		n1 false (test_time = 19.3944)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163653)
	variant  6683/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 19)
		n1 false (test_time = 19.1375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153077)
	variant  6684/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 18)
		n1 false (test_time = 19.4919)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14395)
	variant  6685/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 17)
		n1 false (test_time = 19.5413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13224)
	variant  6686/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 16)
		n1 false (test_time = 18.9404)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121366)
	variant  6687/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 15)
		n1 false (test_time = 19.2632)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124329)
	variant  6688/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 14)
		n1 false (test_time = 19.1357)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.110705)
	variant  6689/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 13)
		n1 false (test_time = 19.3088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.096323)
	variant  6690/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 12)
		n1 false (test_time = 19.9579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.085408)
	variant  6691/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 11)
		n1 false (test_time = 20.0356)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0834029)
	variant  6692/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 10)
		n1 false (test_time = 19.3951)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0744581)
	variant  6693/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 9)
		n1 false (test_time = 20.4954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0632169)
	variant  6694/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 8)
		n1 false (test_time = 20.1584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0468299)
	variant  6695/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 7)
		n1 false (test_time = 20.1312)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0393739)
	variant  6696/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 6)
		n1 false (test_time = 21.1892)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.031812)
	variant  6697/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 5)
		n1 false (test_time = 20.7094)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019105)
	variant  6698/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 4)
		n1 false (test_time = 20.2093)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0108109)
	variant  6699/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 3)
		n1 false (test_time = 20.3071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 8.10623e-06)
	variant  6700/57423 = ?(1,a(8355,8022)) ?(2,a(8355,8020)) ?(3,a(8355,8017)) ?(4,a(8355,7985)) ?(5,a(8355,7983)) ?(6,a(8355,7980)) ?(7,a(8355,7979)) ?(8,a(8355,7947)) ?(9,a(8355,7945)) ?(10,a(8355,7940)) ?(11,a(8355,7939)) ?(12,a(8355,7937)) ?(13,a(8355,4493)) ?(14,a(8355,4388)) ?(15,a(8355,4173)) ?(16,a(8355,3694)) ?(17,a(8355,3629)) ?(18,a(8355,2688)) ?(19,a(8354,8431)) ?(20,a(8354,8430)) ?(21,a(8354,8429)) ?(22,a(8354,8428)) ?(23,a(8354,8426)) ?(24,a(8354,8425)) ?(25,a(8354,8424)) ?(26,a(8354,8391)) ?(27,a(8354,8389)) ?(28,a(8354,8386)) ?(29,a(8354,8385)) ?(30,a(8354,8384)) ?(31,a(8354,8351)) ?(32,a(8354,8349)) ?(33,a(8354,8346)) ?(34,a(8354,8345)) ?(35,a(8354,8344)) ?(36,a(8354,8343)) ?(37,a(8354,8342)) ?(38,a(8354,8341)) ?(39,a(8354,8340)) ?(40,a(8354,8339)) ?(41,a(8354,8306)) ?(42,a(8354,8304)) ?(43,a(8354,8301)) ?(44,a(8354,8268)) ?(45,a(8354,8266)) ?(46,a(8354,8263)) ?(47,a(8354,8262)) ?(48,a(8354,8261)) ?(49,a(8354,8260)) ?(50,a(8354,8259))  (7831 tests, cond 2)
		n1 false (test_time = 20.0041)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 475.249)
search: ww_adaptive: found best (time_taken = 0.448839)
	variant  6701/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 1)
		n1 false (test_time = 20.1484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.477939)
	variant  6702/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 50)
		n1 false (test_time = 19.8923)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.460388)
	variant  6703/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 49)
		n1 false (test_time = 19.5852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.424534)
	variant  6704/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 48)
		n1 false (test_time = 20.3475)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.416025)
	variant  6705/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 47)
		n1 false (test_time = 20.2501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.407326)
	variant  6706/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 46)
		n1 false (test_time = 19.2766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391641)
	variant  6707/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 45)
		n1 false (test_time = 19.6684)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.398852)
	variant  6708/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 44)
		n1 false (test_time = 19.2123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.39565)
	variant  6709/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 43)
		n1 false (test_time = 19.0694)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.383834)
	variant  6710/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 42)
		n1 false (test_time = 20.7552)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367143)
	variant  6711/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 41)
		n1 false (test_time = 19.4549)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354732)
	variant  6712/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 40)
		n1 false (test_time = 19.2253)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34999)
	variant  6713/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 39)
		n1 false (test_time = 20.082)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.343396)
	variant  6714/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 38)
		n1 false (test_time = 19.1235)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.322344)
	variant  6715/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 37)
		n1 false (test_time = 19.7603)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330221)
	variant  6716/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 36)
		n1 false (test_time = 20.2706)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31136)
	variant  6717/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 35)
		n1 false (test_time = 20.6708)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310218)
	variant  6718/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 34)
		n1 false (test_time = 19.7364)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.307788)
	variant  6719/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 33)
		n1 false (test_time = 19.526)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288512)
	variant  6720/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 32)
		n1 false (test_time = 19.4156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.281537)
	variant  6721/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 31)
		n1 false (test_time = 19.3319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.260268)
	variant  6722/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 30)
		n1 false (test_time = 19.7725)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.255048)
	variant  6723/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 29)
		n1 false (test_time = 19.1413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.239292)
	variant  6724/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 28)
		n1 false (test_time = 19.3487)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.236462)
	variant  6725/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 27)
		n1 false (test_time = 19.5676)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.222684)
	variant  6726/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 26)
		n1 false (test_time = 19.39)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.233595)
	variant  6727/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 25)
		n1 false (test_time = 18.8252)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.198921)
	variant  6728/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 24)
		n1 false (test_time = 19.9646)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19478)
	variant  6729/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 23)
		n1 false (test_time = 19.4826)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188078)
	variant  6730/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 22)
		n1 false (test_time = 19.4141)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176575)
	variant  6731/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 21)
		n1 false (test_time = 19.6586)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176254)
	variant  6732/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 20)
		n1 false (test_time = 19.5607)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.157496)
	variant  6733/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 19)
		n1 false (test_time = 19.2993)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.148259)
	variant  6734/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 18)
		n1 false (test_time = 19.6187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.14111)
	variant  6735/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 17)
		n1 false (test_time = 19.3494)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128744)
	variant  6736/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 16)
		n1 false (test_time = 19.4015)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.125619)
	variant  6737/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 15)
		n1 false (test_time = 19.2937)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112842)
	variant  6738/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 14)
		n1 false (test_time = 19.641)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.111659)
	variant  6739/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 13)
		n1 false (test_time = 19.3935)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.095582)
	variant  6740/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 12)
		n1 false (test_time = 20.1079)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0851679)
	variant  6741/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 11)
		n1 false (test_time = 19.1554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.073925)
	variant  6742/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 10)
		n1 false (test_time = 19.125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0638568)
	variant  6743/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 9)
		n1 false (test_time = 19.6728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.057569)
	variant  6744/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 8)
		n1 false (test_time = 19.4703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0490861)
	variant  6745/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 7)
		n1 false (test_time = 19.5196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0365601)
	variant  6746/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 6)
		n1 false (test_time = 19.8433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.027976)
	variant  6747/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 5)
		n1 false (test_time = 19.6209)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019134)
	variant  6748/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 4)
		n1 false (test_time = 19.5007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.013881)
	variant  6749/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 3)
		n1 false (test_time = 19.4705)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 7.86781e-06)
	variant  6750/57423 = ?(1,a(8354,8258)) ?(2,a(8354,8225)) ?(3,a(8354,8223)) ?(4,a(8354,8220)) ?(5,a(8354,8219)) ?(6,a(8354,8218)) ?(7,a(8354,8217)) ?(8,a(8354,8216)) ?(9,a(8354,8215)) ?(10,a(8354,8214)) ?(11,a(8354,8213)) ?(12,a(8354,8212)) ?(13,a(8354,8179)) ?(14,a(8354,8177)) ?(15,a(8354,8174)) ?(16,a(8354,8173)) ?(17,a(8354,8172)) ?(18,a(8354,8139)) ?(19,a(8354,8137)) ?(20,a(8354,8134)) ?(21,a(8354,8133)) ?(22,a(8354,8132)) ?(23,a(8354,8099)) ?(24,a(8354,8097)) ?(25,a(8354,8094)) ?(26,a(8354,8093)) ?(27,a(8354,8092)) ?(28,a(8354,8059)) ?(29,a(8354,8057)) ?(30,a(8354,8054)) ?(31,a(8354,8022)) ?(32,a(8354,8020)) ?(33,a(8354,8017)) ?(34,a(8354,7985)) ?(35,a(8354,7983)) ?(36,a(8354,7980)) ?(37,a(8354,7979)) ?(38,a(8354,7947)) ?(39,a(8354,7945)) ?(40,a(8354,7940)) ?(41,a(8354,7939)) ?(42,a(8354,7937)) ?(43,a(8354,4493)) ?(44,a(8354,4388)) ?(45,a(8354,4173)) ?(46,a(8354,3694)) ?(47,a(8354,3629)) ?(48,a(8354,2688)) ?(49,a(8353,8431)) ?(50,a(8353,8430))  (7831 tests, cond 2)
		n1 false (test_time = 19.7066)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 468.365)
search: ww_adaptive: found best (time_taken = 0.445602)
	variant  6751/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 1)
		n1 false (test_time = 19.4785)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436177)
	variant  6752/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 50)
		n1 false (test_time = 19.484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.469005)
	variant  6753/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 49)
		n1 false (test_time = 20.0977)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.44162)
	variant  6754/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 48)
		n1 false (test_time = 19.2215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.412612)
	variant  6755/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 47)
		n1 false (test_time = 19.3842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.420907)
	variant  6756/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 46)
		n1 false (test_time = 19.1713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.401634)
	variant  6757/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 45)
		n1 false (test_time = 18.9263)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381942)
	variant  6758/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 44)
		n1 false (test_time = 19.6156)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.395425)
	variant  6759/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 43)
		n1 false (test_time = 19.2685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.378246)
	variant  6760/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 42)
		n1 false (test_time = 19.21)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.361431)
	variant  6761/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 41)
		n1 false (test_time = 20.4709)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40484)
	variant  6762/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 40)
		n1 false (test_time = 19.1226)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.351527)
	variant  6763/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 39)
		n1 false (test_time = 19.2185)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.32688)
	variant  6764/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 38)
		n1 false (test_time = 19.4929)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348386)
	variant  6765/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 37)
		n1 false (test_time = 19.1291)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.313387)
	variant  6766/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 36)
		n1 false (test_time = 19.2555)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.304891)
	variant  6767/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 35)
		n1 false (test_time = 19.7726)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31372)
	variant  6768/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 34)
		n1 false (test_time = 19.8359)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.284659)
	variant  6769/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 33)
		n1 false (test_time = 19.2623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.288062)
	variant  6770/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 32)
		n1 false (test_time = 19.6601)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.27483)
	variant  6771/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 31)
		n1 false (test_time = 19.2797)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261396)
	variant  6772/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 30)
		n1 false (test_time = 19.3542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.261286)
	variant  6773/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 29)
		n1 false (test_time = 19.4852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253781)
	variant  6774/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 28)
		n1 false (test_time = 19.2873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250504)
	variant  6775/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 27)
		n1 false (test_time = 19.3784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226107)
	variant  6776/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 26)
		n1 false (test_time = 19.7212)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210616)
	variant  6777/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 25)
		n1 false (test_time = 19.628)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211489)
	variant  6778/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 24)
		n1 false (test_time = 19.3997)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199202)
	variant  6779/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 23)
		n1 false (test_time = 19.7116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.195444)
	variant  6780/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 22)
		n1 false (test_time = 19.4375)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.178441)
	variant  6781/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 21)
		n1 false (test_time = 19.2536)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.168306)
	variant  6782/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 20)
		n1 false (test_time = 19.749)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163875)
	variant  6783/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 19)
		n1 false (test_time = 19.5501)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.165869)
	variant  6784/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 18)
		n1 false (test_time = 19.3445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140638)
	variant  6785/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 17)
		n1 false (test_time = 20.3419)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.13883)
	variant  6786/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 16)
		n1 false (test_time = 20.2917)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.134362)
	variant  6787/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 15)
		n1 false (test_time = 20.1437)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.124025)
	variant  6788/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 14)
		n1 false (test_time = 20.7123)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113558)
	variant  6789/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 13)
		n1 false (test_time = 19.7319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0913899)
	variant  6790/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 12)
		n1 false (test_time = 19.4925)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0884881)
	variant  6791/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 11)
		n1 false (test_time = 19.7247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0721111)
	variant  6792/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 10)
		n1 false (test_time = 19.2662)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0639091)
	variant  6793/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 9)
		n1 false (test_time = 19.1413)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0551579)
	variant  6794/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 8)
		n1 false (test_time = 19.4685)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.04759)
	variant  6795/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 7)
		n1 false (test_time = 19.0324)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0371091)
	variant  6796/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 6)
		n1 false (test_time = 19.2213)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0345471)
	variant  6797/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 5)
		n1 false (test_time = 20.0738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.019969)
	variant  6798/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 4)
		n1 false (test_time = 19.0063)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00967002)
	variant  6799/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 3)
		n1 false (test_time = 18.842)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  6800/57423 = ?(1,a(8353,8429)) ?(2,a(8353,8428)) ?(3,a(8353,8426)) ?(4,a(8353,8425)) ?(5,a(8353,8424)) ?(6,a(8353,8391)) ?(7,a(8353,8389)) ?(8,a(8353,8386)) ?(9,a(8353,8385)) ?(10,a(8353,8384)) ?(11,a(8353,8351)) ?(12,a(8353,8349)) ?(13,a(8353,8346)) ?(14,a(8353,8345)) ?(15,a(8353,8344)) ?(16,a(8353,8343)) ?(17,a(8353,8342)) ?(18,a(8353,8341)) ?(19,a(8353,8340)) ?(20,a(8353,8339)) ?(21,a(8353,8306)) ?(22,a(8353,8304)) ?(23,a(8353,8301)) ?(24,a(8353,8268)) ?(25,a(8353,8266)) ?(26,a(8353,8263)) ?(27,a(8353,8262)) ?(28,a(8353,8261)) ?(29,a(8353,8260)) ?(30,a(8353,8259)) ?(31,a(8353,8258)) ?(32,a(8353,8225)) ?(33,a(8353,8223)) ?(34,a(8353,8220)) ?(35,a(8353,8219)) ?(36,a(8353,8218)) ?(37,a(8353,8217)) ?(38,a(8353,8216)) ?(39,a(8353,8215)) ?(40,a(8353,8214)) ?(41,a(8353,8213)) ?(42,a(8353,8212)) ?(43,a(8353,8179)) ?(44,a(8353,8177)) ?(45,a(8353,8174)) ?(46,a(8353,8173)) ?(47,a(8353,8172)) ?(48,a(8353,8139)) ?(49,a(8353,8137)) ?(50,a(8353,8134))  (7831 tests, cond 2)
		n1 false (test_time = 19.5305)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 467.844)
search: ww_adaptive: found best (time_taken = 0.461403)
	variant  6801/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 1)
		n1 false (test_time = 19.719)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.443846)
	variant  6802/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 50)
		n1 false (test_time = 19.2003)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43376)
	variant  6803/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 49)
		n1 false (test_time = 19.4784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.453463)
	variant  6804/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 48)
		n1 false (test_time = 19.2613)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432023)
	variant  6805/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 47)
		n1 false (test_time = 19.954)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.426532)
	variant  6806/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 46)
		n1 false (test_time = 19.5105)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.396596)
	variant  6807/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 45)
		n1 false (test_time = 19.543)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.402457)
	variant  6808/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 44)
		n1 false (test_time = 19.3295)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.386041)
	variant  6809/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 43)
		n1 false (test_time = 19.318)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.392295)
	variant  6810/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 42)
		n1 false (test_time = 19.2728)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363064)
	variant  6811/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 41)
		n1 false (test_time = 19.139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.353883)
	variant  6812/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 40)
		n1 false (test_time = 19.6639)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.3325)
	variant  6813/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 39)
		n1 false (test_time = 19.2497)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330577)
	variant  6814/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 38)
		n1 false (test_time = 19.0881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.320209)
	variant  6815/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 37)
		n1 false (test_time = 19.1293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.31069)
	variant  6816/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 36)
		n1 false (test_time = 19.173)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30552)
	variant  6817/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 35)
		n1 false (test_time = 19.238)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.291164)
	variant  6818/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 34)
		n1 false (test_time = 19.3469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.294034)
	variant  6819/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 33)
		n1 false (test_time = 19.2389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272419)
	variant  6820/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 32)
		n1 false (test_time = 19.1116)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.271362)
	variant  6821/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 31)
		n1 false (test_time = 19.5683)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265826)
	variant  6822/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 30)
		n1 false (test_time = 19.2127)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254604)
	variant  6823/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 29)
		n1 false (test_time = 19.1766)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235323)
	variant  6824/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 28)
		n1 false (test_time = 19.4565)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244057)
	variant  6825/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 27)
		n1 false (test_time = 18.885)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.215077)
	variant  6826/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 26)
		n1 false (test_time = 18.9623)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.210439)
	variant  6827/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 25)
		n1 false (test_time = 19.7784)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208453)
	variant  6828/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 24)
		n1 false (test_time = 19.1898)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.19223)
	variant  6829/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 23)
		n1 false (test_time = 18.7201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.17995)
	variant  6830/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 22)
		n1 false (test_time = 19.3943)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.18077)
	variant  6831/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 21)
		n1 false (test_time = 19.0579)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.179451)
	variant  6832/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 20)
		n1 false (test_time = 19.0574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155714)
	variant  6833/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 19)
		n1 false (test_time = 19.9821)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.15437)
	variant  6834/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 18)
		n1 false (test_time = 19.2436)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.141193)
	variant  6835/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 17)
		n1 false (test_time = 19.1412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.130135)
	variant  6836/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 16)
		n1 false (test_time = 19.4147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11789)
	variant  6837/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 15)
		n1 false (test_time = 19.3653)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.109274)
	variant  6838/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 14)
		n1 false (test_time = 18.9899)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0981219)
	variant  6839/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 13)
		n1 false (test_time = 19.5454)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0915399)
	variant  6840/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 12)
		n1 false (test_time = 19.7095)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.087292)
	variant  6841/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 11)
		n1 false (test_time = 19.2196)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.07445)
	variant  6842/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 10)
		n1 false (test_time = 19.5681)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0678051)
	variant  6843/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 9)
		n1 false (test_time = 19.1369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0545468)
	variant  6844/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 8)
		n1 false (test_time = 19.2546)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0475109)
	variant  6845/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 7)
		n1 false (test_time = 19.3167)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0385811)
	variant  6846/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 6)
		n1 false (test_time = 19.0012)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.029171)
	variant  6847/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 5)
		n1 false (test_time = 18.7597)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.018769)
	variant  6848/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 4)
		n1 false (test_time = 19.5269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.010386)
	variant  6849/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 3)
		n1 false (test_time = 19.5574)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 4.29153e-05)
	variant  6850/57423 = ?(1,a(8353,8133)) ?(2,a(8353,8132)) ?(3,a(8353,8099)) ?(4,a(8353,8097)) ?(5,a(8353,8094)) ?(6,a(8353,8093)) ?(7,a(8353,8092)) ?(8,a(8353,8059)) ?(9,a(8353,8057)) ?(10,a(8353,8054)) ?(11,a(8353,8022)) ?(12,a(8353,8020)) ?(13,a(8353,8017)) ?(14,a(8353,7985)) ?(15,a(8353,7983)) ?(16,a(8353,7980)) ?(17,a(8353,7979)) ?(18,a(8353,7947)) ?(19,a(8353,7945)) ?(20,a(8353,7940)) ?(21,a(8353,7939)) ?(22,a(8353,7937)) ?(23,a(8353,4493)) ?(24,a(8353,4388)) ?(25,a(8353,4173)) ?(26,a(8353,3694)) ?(27,a(8353,3629)) ?(28,a(8353,2688)) ?(29,a(8352,8431)) ?(30,a(8352,8430)) ?(31,a(8352,8429)) ?(32,a(8352,8428)) ?(33,a(8352,8426)) ?(34,a(8352,8425)) ?(35,a(8352,8424)) ?(36,a(8352,8391)) ?(37,a(8352,8389)) ?(38,a(8352,8386)) ?(39,a(8352,8385)) ?(40,a(8352,8384)) ?(41,a(8352,8351)) ?(42,a(8352,8349)) ?(43,a(8352,8346)) ?(44,a(8352,8345)) ?(45,a(8352,8344)) ?(46,a(8352,8343)) ?(47,a(8352,8342)) ?(48,a(8352,8341)) ?(49,a(8352,8340)) ?(50,a(8352,8339))  (7831 tests, cond 2)
		n1 false (test_time = 19.2223)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 462.492)
search: ww_adaptive: found best (time_taken = 0.441602)
	variant  6851/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 1)
		n1 false (test_time = 19.5319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.450537)
	variant  6852/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 50)
		n1 false (test_time = 19.2293)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.43264)
	variant  6853/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 49)
		n1 false (test_time = 19.0739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.433432)
	variant  6854/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 48)
		n1 false (test_time = 19.2904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418225)
	variant  6855/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 47)
		n1 false (test_time = 20.0028)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.440207)
	variant  6856/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 46)
		n1 false (test_time = 19.5606)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.394785)
	variant  6857/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 45)
		n1 false (test_time = 19.354)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381956)
	variant  6858/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 44)
		n1 false (test_time = 19.3455)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.381451)
	variant  6859/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 43)
		n1 false (test_time = 18.8775)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.363524)
	variant  6860/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 42)
		n1 false (test_time = 18.9174)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35306)
	variant  6861/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 41)
		n1 false (test_time = 19.1223)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35732)
	variant  6862/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 40)
		n1 false (test_time = 19.2103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.342429)
	variant  6863/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 39)
		n1 false (test_time = 19.1433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.350639)
	variant  6864/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 38)
		n1 false (test_time = 19.8205)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.318962)
	variant  6865/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 37)
		n1 false (test_time = 19)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306369)
	variant  6866/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 36)
		n1 false (test_time = 19.5469)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300495)
	variant  6867/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 35)
		n1 false (test_time = 19.1106)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297805)
	variant  6868/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 34)
		n1 false (test_time = 19.7104)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286771)
	variant  6869/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 33)
		n1 false (test_time = 18.8615)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.276294)
	variant  6870/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 32)
		n1 false (test_time = 19.4266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.26585)
	variant  6871/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 31)
		n1 false (test_time = 19.2777)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250691)
	variant  6872/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 30)
		n1 false (test_time = 19.241)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.250493)
	variant  6873/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 29)
		n1 false (test_time = 19.1722)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.235812)
	variant  6874/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 28)
		n1 false (test_time = 19.1091)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.237328)
	variant  6875/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 27)
		n1 false (test_time = 18.8931)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221545)
	variant  6876/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 26)
		n1 false (test_time = 19.4967)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.211489)
	variant  6877/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 25)
		n1 false (test_time = 18.7215)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203432)
	variant  6878/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 24)
		n1 false (test_time = 19.331)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.192823)
	variant  6879/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 23)
		n1 false (test_time = 19.4973)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.185225)
	variant  6880/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 22)
		n1 false (test_time = 19.3511)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.173088)
	variant  6881/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 21)
		n1 false (test_time = 18.869)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.161716)
	variant  6882/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 20)
		n1 false (test_time = 19.1986)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.155982)
	variant  6883/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 19)
		n1 false (test_time = 19.5739)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.149062)
	variant  6884/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 18)
		n1 false (test_time = 19.4556)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.143759)
	variant  6885/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 17)
		n1 false (test_time = 19.5088)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.132623)
	variant  6886/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 16)
		n1 false (test_time = 19.2952)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.117183)
	variant  6887/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 15)
		n1 false (test_time = 19.3442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.112607)
	variant  6888/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 14)
		n1 false (test_time = 19.2412)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107327)
	variant  6889/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 13)
		n1 false (test_time = 19.1584)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.093183)
	variant  6890/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 12)
		n1 false (test_time = 19.0084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.081316)
	variant  6891/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 11)
		n1 false (test_time = 19.5703)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.076741)
	variant  6892/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 10)
		n1 false (test_time = 18.9219)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0662642)
	variant  6893/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 9)
		n1 false (test_time = 19.2702)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.055619)
	variant  6894/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 8)
		n1 false (test_time = 20.0764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0485969)
	variant  6895/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 7)
		n1 false (test_time = 19.0852)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.03721)
	variant  6896/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 6)
		n1 false (test_time = 18.9648)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.028537)
	variant  6897/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 5)
		n1 false (test_time = 19.5904)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0199711)
	variant  6898/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 4)
		n1 false (test_time = 19.1262)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102501)
	variant  6899/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 3)
		n1 false (test_time = 19.3029)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.28746e-05)
	variant  6900/57423 = ?(1,a(8352,8306)) ?(2,a(8352,8304)) ?(3,a(8352,8301)) ?(4,a(8352,8268)) ?(5,a(8352,8266)) ?(6,a(8352,8263)) ?(7,a(8352,8262)) ?(8,a(8352,8261)) ?(9,a(8352,8260)) ?(10,a(8352,8259)) ?(11,a(8352,8258)) ?(12,a(8352,8225)) ?(13,a(8352,8223)) ?(14,a(8352,8220)) ?(15,a(8352,8219)) ?(16,a(8352,8218)) ?(17,a(8352,8217)) ?(18,a(8352,8216)) ?(19,a(8352,8215)) ?(20,a(8352,8214)) ?(21,a(8352,8213)) ?(22,a(8352,8212)) ?(23,a(8352,8179)) ?(24,a(8352,8177)) ?(25,a(8352,8174)) ?(26,a(8352,8173)) ?(27,a(8352,8172)) ?(28,a(8352,8139)) ?(29,a(8352,8137)) ?(30,a(8352,8134)) ?(31,a(8352,8133)) ?(32,a(8352,8132)) ?(33,a(8352,8099)) ?(34,a(8352,8097)) ?(35,a(8352,8094)) ?(36,a(8352,8093)) ?(37,a(8352,8092)) ?(38,a(8352,8059)) ?(39,a(8352,8057)) ?(40,a(8352,8054)) ?(41,a(8352,8022)) ?(42,a(8352,8020)) ?(43,a(8352,8017)) ?(44,a(8352,7985)) ?(45,a(8352,7983)) ?(46,a(8352,7980)) ?(47,a(8352,7979)) ?(48,a(8352,7947)) ?(49,a(8352,7945)) ?(50,a(8352,7940))  (7831 tests, cond 2)
		n1 false (test_time = 19.8301)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 463.142)
search: ww_adaptive: found best (time_taken = 0.450315)
	variant  6901/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 1)
		n1 false (test_time = 20.5389)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436412)
	variant  6902/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 50)
		n1 false (test_time = 19.21)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.432905)
	variant  6903/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 49)
		n1 false (test_time = 18.926)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.417107)
	variant  6904/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 48)
		n1 false (test_time = 19.1002)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.409518)
	variant  6905/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 47)
		n1 false (test_time = 19.103)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.403834)
	variant  6906/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 46)
		n1 false (test_time = 19.1619)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.40393)
	variant  6907/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 45)
		n1 false (test_time = 19.4139)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384322)
	variant  6908/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 44)
		n1 false (test_time = 19.2403)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.384941)
	variant  6909/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 43)
		n1 false (test_time = 18.9743)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.367818)
	variant  6910/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 42)
		n1 false (test_time = 19.3927)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.355993)
	variant  6911/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 41)
		n1 false (test_time = 18.8581)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.341711)
	variant  6912/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 40)
		n1 false (test_time = 19.0231)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.339067)
	variant  6913/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 39)
		n1 false (test_time = 19.4802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.330342)
	variant  6914/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 38)
		n1 false (test_time = 19.0604)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.326257)
	variant  6915/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 37)
		n1 false (test_time = 19.6269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.34071)
	variant  6916/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 36)
		n1 false (test_time = 20.9084)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310802)
	variant  6917/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 35)
		n1 false (test_time = 19.8069)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.311795)
	variant  6918/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 34)
		n1 false (test_time = 20.0442)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306212)
	variant  6919/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 33)
		n1 false (test_time = 19.8251)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.293738)
	variant  6920/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 32)
		n1 false (test_time = 19.133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.272326)
	variant  6921/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 31)
		n1 false (test_time = 18.9965)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.270094)
	variant  6922/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 30)
		n1 false (test_time = 19.5147)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.253106)
	variant  6923/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 29)
		n1 false (test_time = 19.2369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.238444)
	variant  6924/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 28)
		n1 false (test_time = 19.3752)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.2445)
	variant  6925/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 27)
		n1 false (test_time = 19.6266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.221643)
	variant  6926/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 26)
		n1 false (test_time = 18.9609)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.213375)
	variant  6927/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 25)
		n1 false (test_time = 19.8542)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.201987)
	variant  6928/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 24)
		n1 false (test_time = 19.2011)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199229)
	variant  6929/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 23)
		n1 false (test_time = 19.0369)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.188788)
	variant  6930/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 22)
		n1 false (test_time = 19.8428)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.197681)
	variant  6931/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 21)
		n1 false (test_time = 19.0071)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167555)
	variant  6932/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 20)
		n1 false (test_time = 19.1168)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.163368)
	variant  6933/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 19)
		n1 false (test_time = 19.4009)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.164837)
	variant  6934/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 18)
		n1 false (test_time = 18.8203)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138939)
	variant  6935/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 17)
		n1 false (test_time = 18.664)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.128575)
	variant  6936/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 16)
		n1 false (test_time = 19.521)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.121399)
	variant  6937/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 15)
		n1 false (test_time = 19.9992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.113529)
	variant  6938/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 14)
		n1 false (test_time = 19.1522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.102032)
	variant  6939/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 13)
		n1 false (test_time = 18.7723)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.094171)
	variant  6940/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 12)
		n1 false (test_time = 19.3485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0846488)
	variant  6941/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 11)
		n1 false (test_time = 19.0734)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0744641)
	variant  6942/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 10)
		n1 false (test_time = 18.9731)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0654318)
	variant  6943/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 9)
		n1 false (test_time = 19.6068)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.05568)
	variant  6944/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 8)
		n1 false (test_time = 19.1554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0463669)
	variant  6945/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 7)
		n1 false (test_time = 18.7733)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.039881)
	variant  6946/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 6)
		n1 false (test_time = 19.5201)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289021)
	variant  6947/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 5)
		n1 false (test_time = 18.7563)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.020117)
	variant  6948/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 4)
		n1 false (test_time = 18.9007)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0102639)
	variant  6949/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 3)
		n1 false (test_time = 18.9431)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.38283e-05)
	variant  6950/57423 = ?(1,a(8352,7939)) ?(2,a(8352,7937)) ?(3,a(8352,4493)) ?(4,a(8352,4388)) ?(5,a(8352,4173)) ?(6,a(8352,3694)) ?(7,a(8352,3629)) ?(8,a(8352,2688)) ?(9,a(8351,8431)) ?(10,a(8351,8430)) ?(11,a(8351,8429)) ?(12,a(8351,8428)) ?(13,a(8351,8426)) ?(14,a(8351,8425)) ?(15,a(8351,8424)) ?(16,a(8351,8391)) ?(17,a(8351,8389)) ?(18,a(8351,8386)) ?(19,a(8351,8385)) ?(20,a(8351,8384)) ?(21,a(8351,8351)) ?(22,a(8351,8349)) ?(23,a(8351,8348)) ?(24,a(8351,8346)) ?(25,a(8351,8345)) ?(26,a(8351,8344)) ?(27,a(8351,8343)) ?(28,a(8351,8342)) ?(29,a(8351,8341)) ?(30,a(8351,8340)) ?(31,a(8351,8339)) ?(32,a(8351,8306)) ?(33,a(8351,8304)) ?(34,a(8351,8301)) ?(35,a(8351,8268)) ?(36,a(8351,8266)) ?(37,a(8351,8263)) ?(38,a(8351,8262)) ?(39,a(8351,8261)) ?(40,a(8351,8260)) ?(41,a(8351,8259)) ?(42,a(8351,8258)) ?(43,a(8351,8225)) ?(44,a(8351,8223)) ?(45,a(8351,8220)) ?(46,a(8351,8219)) ?(47,a(8351,8218)) ?(48,a(8351,8217)) ?(49,a(8351,8216)) ?(50,a(8351,8215))  (7831 tests, cond 2)
		n1 false (test_time = 19.4886)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 462.925)
search: ww_adaptive: found best (time_taken = 0.439685)
	variant  6951/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 1)
		n1 false (test_time = 19.4195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.437464)
	variant  6952/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 50)
		n1 false (test_time = 19.0783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.436844)
	variant  6953/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 49)
		n1 false (test_time = 19.8113)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.415206)
	variant  6954/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 48)
		n1 false (test_time = 18.9841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.41316)
	variant  6955/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 47)
		n1 false (test_time = 19.6382)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.483495)
	variant  6956/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 46)
		n1 false (test_time = 19.7647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.389163)
	variant  6957/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 45)
		n1 false (test_time = 18.7085)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.388067)
	variant  6958/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 44)
		n1 false (test_time = 18.85)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390959)
	variant  6959/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 43)
		n1 false (test_time = 19.848)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.379312)
	variant  6960/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 42)
		n1 false (test_time = 19.5729)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.354072)
	variant  6961/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 41)
		n1 false (test_time = 19.2762)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.364119)
	variant  6962/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 40)
		n1 false (test_time = 19.2711)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.35001)
	variant  6963/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 39)
		n1 false (test_time = 19.1456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.327705)
	variant  6964/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 38)
		n1 false (test_time = 19.0611)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.321222)
	variant  6965/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 37)
		n1 false (test_time = 18.588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.310813)
	variant  6966/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 36)
		n1 false (test_time = 18.7788)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300055)
	variant  6967/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 35)
		n1 false (test_time = 18.7392)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.456653)
	variant  6968/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 34)
		n1 false (test_time = 18.9537)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.297763)
	variant  6969/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 33)
		n1 false (test_time = 19.504)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.282924)
	variant  6970/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 32)
		n1 false (test_time = 19.3057)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.300454)
	variant  6971/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 31)
		n1 false (test_time = 19.1861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.254456)
	variant  6972/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 30)
		n1 false (test_time = 19.2456)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.248148)
	variant  6973/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 29)
		n1 false (test_time = 19.5837)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.246514)
	variant  6974/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 28)
		n1 false (test_time = 19.6572)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.230171)
	variant  6975/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 27)
		n1 false (test_time = 19.5445)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.21707)
	variant  6976/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 26)
		n1 false (test_time = 19.3247)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.214747)
	variant  6977/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 25)
		n1 false (test_time = 19.4055)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.202793)
	variant  6978/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 24)
		n1 false (test_time = 19.0149)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.191405)
	variant  6979/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 23)
		n1 false (test_time = 19.6876)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.209374)
	variant  6980/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 22)
		n1 false (test_time = 19.1651)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.176807)
	variant  6981/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 21)
		n1 false (test_time = 19.2303)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167369)
	variant  6982/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 20)
		n1 false (test_time = 19.3368)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.160084)
	variant  6983/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 19)
		n1 false (test_time = 19.3738)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.146024)
	variant  6984/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 18)
		n1 false (test_time = 19.2377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.140312)
	variant  6985/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 17)
		n1 false (test_time = 19.3773)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129137)
	variant  6986/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 16)
		n1 false (test_time = 19.4453)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.123707)
	variant  6987/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 15)
		n1 false (test_time = 19.4337)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11049)
	variant  6988/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 14)
		n1 false (test_time = 19.1939)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114468)
	variant  6989/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 13)
		n1 false (test_time = 19.6061)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0966761)
	variant  6990/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 12)
		n1 false (test_time = 18.841)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0823171)
	variant  6991/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 11)
		n1 false (test_time = 19.5548)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.083926)
	variant  6992/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 10)
		n1 false (test_time = 19.7378)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0662732)
	variant  6993/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 9)
		n1 false (test_time = 19.1183)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056778)
	variant  6994/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 8)
		n1 false (test_time = 19.0569)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0491252)
	variant  6995/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 7)
		n1 false (test_time = 19.3596)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0383141)
	variant  6996/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 6)
		n1 false (test_time = 18.8418)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0276239)
	variant  6997/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 5)
		n1 false (test_time = 19.0075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0192971)
	variant  6998/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 4)
		n1 false (test_time = 20.4598)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0103719)
	variant  6999/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 3)
		n1 false (test_time = 19.1102)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  7000/57423 = ?(1,a(8351,8214)) ?(2,a(8351,8213)) ?(3,a(8351,8212)) ?(4,a(8351,8179)) ?(5,a(8351,8177)) ?(6,a(8351,8174)) ?(7,a(8351,8173)) ?(8,a(8351,8172)) ?(9,a(8351,8139)) ?(10,a(8351,8137)) ?(11,a(8351,8134)) ?(12,a(8351,8133)) ?(13,a(8351,8132)) ?(14,a(8351,8099)) ?(15,a(8351,8097)) ?(16,a(8351,8094)) ?(17,a(8351,8093)) ?(18,a(8351,8092)) ?(19,a(8351,8059)) ?(20,a(8351,8057)) ?(21,a(8351,8054)) ?(22,a(8351,8022)) ?(23,a(8351,8020)) ?(24,a(8351,8017)) ?(25,a(8351,7985)) ?(26,a(8351,7983)) ?(27,a(8351,7980)) ?(28,a(8351,7979)) ?(29,a(8351,7947)) ?(30,a(8351,7945)) ?(31,a(8351,7940)) ?(32,a(8351,7939)) ?(33,a(8351,7937)) ?(34,a(8351,4493)) ?(35,a(8351,4388)) ?(36,a(8351,4173)) ?(37,a(8351,3694)) ?(38,a(8351,3629)) ?(39,a(8351,2688)) ?(40,a(8350,8431)) ?(41,a(8350,8430)) ?(42,a(8350,8429)) ?(43,a(8350,8428)) ?(44,a(8350,8426)) ?(45,a(8350,8425)) ?(46,a(8350,8424)) ?(47,a(8350,8423)) ?(48,a(8350,8422)) ?(49,a(8350,8421)) ?(50,a(8350,8420))  (7831 tests, cond 2)
		n1 false (test_time = 18.8258)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 461.016)
search: ww_adaptive: found best (time_taken = 0.437539)
	variant  7001/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 1)
		n1 false (test_time = 19.6381)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.45672)
	variant  7002/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 50)
		n1 false (test_time = 19.0485)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.435322)
	variant  7003/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 49)
		n1 false (test_time = 19.0075)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421709)
	variant  7004/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 48)
		n1 false (test_time = 19.8042)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.445508)
	variant  7005/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 47)
		n1 false (test_time = 19.347)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.399096)
	variant  7006/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 46)
		n1 false (test_time = 19.0236)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.390765)
	variant  7007/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 45)
		n1 false (test_time = 19.1636)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391232)
	variant  7008/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 44)
		n1 false (test_time = 19.1269)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.368062)
	variant  7009/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 43)
		n1 false (test_time = 19.0979)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380151)
	variant  7010/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 42)
		n1 false (test_time = 19.2053)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.380137)
	variant  7011/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 41)
		n1 false (test_time = 19.6783)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.373919)
	variant  7012/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 40)
		n1 false (test_time = 19.2771)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.33988)
	variant  7013/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 39)
		n1 false (test_time = 19.2115)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.336542)
	variant  7014/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 38)
		n1 false (test_time = 19.0873)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.319283)
	variant  7015/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 37)
		n1 false (test_time = 19.1433)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.316205)
	variant  7016/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 36)
		n1 false (test_time = 19.175)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.308015)
	variant  7017/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 35)
		n1 false (test_time = 19.0067)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295826)
	variant  7018/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 34)
		n1 false (test_time = 19.0132)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.278501)
	variant  7019/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 33)
		n1 false (test_time = 19.405)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.283918)
	variant  7020/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 32)
		n1 false (test_time = 18.8319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.28103)
	variant  7021/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 31)
		n1 false (test_time = 18.6383)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.252041)
	variant  7022/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 30)
		n1 false (test_time = 18.9724)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.244357)
	variant  7023/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 29)
		n1 false (test_time = 18.7911)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.241726)
	variant  7024/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 28)
		n1 false (test_time = 19.1642)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.227941)
	variant  7025/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 27)
		n1 false (test_time = 19.1181)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.225934)
	variant  7026/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 26)
		n1 false (test_time = 20.0322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.219178)
	variant  7027/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 25)
		n1 false (test_time = 18.8948)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199457)
	variant  7028/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 24)
		n1 false (test_time = 19.9408)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.203443)
	variant  7029/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 23)
		n1 false (test_time = 19.3463)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.184647)
	variant  7030/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 22)
		n1 false (test_time = 19.0649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.170588)
	variant  7031/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 21)
		n1 false (test_time = 19.1319)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.193637)
	variant  7032/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 20)
		n1 false (test_time = 19.3991)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.162064)
	variant  7033/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 19)
		n1 false (test_time = 19.4673)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158499)
	variant  7034/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 18)
		n1 false (test_time = 19.9041)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.153793)
	variant  7035/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 17)
		n1 false (test_time = 19.8482)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.135351)
	variant  7036/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 16)
		n1 false (test_time = 19.5152)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.127259)
	variant  7037/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 15)
		n1 false (test_time = 19.7446)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.11539)
	variant  7038/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 14)
		n1 false (test_time = 19.6587)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.107037)
	variant  7039/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 13)
		n1 false (test_time = 19.3424)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.097342)
	variant  7040/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 12)
		n1 false (test_time = 20.1325)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0877562)
	variant  7041/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 11)
		n1 false (test_time = 20.2678)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.078757)
	variant  7042/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 10)
		n1 false (test_time = 20.1001)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0675969)
	variant  7043/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 9)
		n1 false (test_time = 19.7377)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.060595)
	variant  7044/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 8)
		n1 false (test_time = 19.5195)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.046104)
	variant  7045/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 7)
		n1 false (test_time = 19.5647)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0400019)
	variant  7046/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 6)
		n1 false (test_time = 19.8713)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0289099)
	variant  7047/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 5)
		n1 false (test_time = 19.7266)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0239789)
	variant  7048/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 4)
		n1 false (test_time = 19.5522)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0108171)
	variant  7049/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 3)
		n1 false (test_time = 20.1533)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 1.40667e-05)
	variant  7050/57423 = ?(1,a(8350,8419)) ?(2,a(8350,8418)) ?(3,a(8350,8417)) ?(4,a(8350,8416)) ?(5,a(8350,8415)) ?(6,a(8350,8414)) ?(7,a(8350,8413)) ?(8,a(8350,8412)) ?(9,a(8350,8411)) ?(10,a(8350,8410)) ?(11,a(8350,8409)) ?(12,a(8350,8408)) ?(13,a(8350,8407)) ?(14,a(8350,8406)) ?(15,a(8350,8405)) ?(16,a(8350,8404)) ?(17,a(8350,8403)) ?(18,a(8350,8402)) ?(19,a(8350,8401)) ?(20,a(8350,8400)) ?(21,a(8350,8399)) ?(22,a(8350,8398)) ?(23,a(8350,8397)) ?(24,a(8350,8395)) ?(25,a(8350,8394)) ?(26,a(8350,8393)) ?(27,a(8350,8392)) ?(28,a(8350,8391)) ?(29,a(8350,8390)) ?(30,a(8350,8389)) ?(31,a(8350,8386)) ?(32,a(8350,8385)) ?(33,a(8350,8384)) ?(34,a(8350,8382)) ?(35,a(8350,8356)) ?(36,a(8350,8352)) ?(37,a(8350,8351)) ?(38,a(8350,8350)) ?(39,a(8350,8349)) ?(40,a(8350,8348)) ?(41,a(8350,8347)) ?(42,a(8350,8346)) ?(43,a(8350,8345)) ?(44,a(8350,8344)) ?(45,a(8350,8343)) ?(46,a(8350,8342)) ?(47,a(8350,8341)) ?(48,a(8350,8340)) ?(49,a(8350,8339)) ?(50,a(8350,8337))  (7831 tests, cond 2)
		n1 false (test_time = 19.7436)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
search: ww_adaptive: found 50 best (time_taken = 464.529)
search: ww_adaptive: found best (time_taken = 0.439612)
	variant  7051/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 1)
		n1 false (test_time = 19.4778)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.450477)
	variant  7052/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 50)
		n1 false (test_time = 18.9936)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.422273)
	variant  7053/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 49)
		n1 false (test_time = 19.4765)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.423681)
	variant  7054/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 48)
		n1 false (test_time = 19.14)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.418259)
	variant  7055/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 47)
		n1 false (test_time = 19.3984)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.421386)
	variant  7056/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 46)
		n1 false (test_time = 20.5087)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.413269)
	variant  7057/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 45)
		n1 false (test_time = 19.3257)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.391305)
	variant  7058/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 44)
		n1 false (test_time = 19.7489)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.408471)
	variant  7059/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 43)
		n1 false (test_time = 19.9992)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.387696)
	variant  7060/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 42)
		n1 false (test_time = 20.0043)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.369525)
	variant  7061/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 41)
		n1 false (test_time = 19.0239)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.348505)
	variant  7062/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 40)
		n1 false (test_time = 19.3887)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.362412)
	variant  7063/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 39)
		n1 false (test_time = 19.221)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324179)
	variant  7064/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 38)
		n1 false (test_time = 19.2795)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.324273)
	variant  7065/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 37)
		n1 false (test_time = 19.1039)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.306217)
	variant  7066/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 36)
		n1 false (test_time = 18.672)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295395)
	variant  7067/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 35)
		n1 false (test_time = 19.3484)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.30318)
	variant  7068/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 34)
		n1 false (test_time = 19.1695)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.295605)
	variant  7069/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 33)
		n1 false (test_time = 19.3322)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.286733)
	variant  7070/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 32)
		n1 false (test_time = 19.0889)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.265797)
	variant  7071/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 31)
		n1 false (test_time = 19.5881)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.262098)
	variant  7072/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 30)
		n1 false (test_time = 19.1387)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.247624)
	variant  7073/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 29)
		n1 false (test_time = 18.5987)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.240103)
	variant  7074/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 28)
		n1 false (test_time = 18.846)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.228001)
	variant  7075/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 27)
		n1 false (test_time = 19.2163)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.226458)
	variant  7076/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 26)
		n1 false (test_time = 19.1627)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.223703)
	variant  7077/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 25)
		n1 false (test_time = 19.2125)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.199267)
	variant  7078/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 24)
		n1 false (test_time = 19.4896)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.208731)
	variant  7079/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 23)
		n1 false (test_time = 19.1154)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.183138)
	variant  7080/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 22)
		n1 false (test_time = 19.2294)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.171908)
	variant  7081/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 21)
		n1 false (test_time = 19.1861)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.167783)
	variant  7082/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 20)
		n1 false (test_time = 18.9793)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.158919)
	variant  7083/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 19)
		n1 false (test_time = 19.349)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.156777)
	variant  7084/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 18)
		n1 false (test_time = 19.0133)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.138895)
	variant  7085/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 17)
		n1 false (test_time = 19.187)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.129039)
	variant  7086/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 16)
		n1 false (test_time = 19.1941)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.119023)
	variant  7087/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 15)
		n1 false (test_time = 19.0666)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.114116)
	variant  7088/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 14)
		n1 false (test_time = 19.6274)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.105761)
	variant  7089/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 13)
		n1 false (test_time = 19.3764)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0958989)
	variant  7090/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 12)
		n1 false (test_time = 19.0622)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0844669)
	variant  7091/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 11)
		n1 false (test_time = 19.8658)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0757949)
	variant  7092/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 10)
		n1 false (test_time = 19.4802)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0693901)
	variant  7093/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 9)
		n1 false (test_time = 19.4588)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.056668)
	variant  7094/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 8)
		n1 false (test_time = 18.9753)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0464268)
	variant  7095/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 7)
		n1 false (test_time = 20.0554)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0369132)
	variant  7096/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 6)
		n1 false (test_time = 18.9649)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0292761)
	variant  7097/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 5)
		n1 false (test_time = 19.065)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.0189722)
	variant  7098/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 4)
		n1 false (test_time = 19.5759)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 0.00996113)
	variant  7099/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 3)
		n1 false (test_time = 18.8665)
search: ww_adaptive: finding best
	from existing super-mutants
search: ww_adaptive: found best (time_taken = 6.91414e-06)
	variant  7100/57423 = ?(1,a(8350,8307)) ?(2,a(8350,8306)) ?(3,a(8350,8305)) ?(4,a(8350,8304)) ?(5,a(8350,8301)) ?(6,a(8350,8299)) ?(7,a(8350,8269)) ?(8,a(8350,8268)) ?(9,a(8350,8267)) ?(10,a(8350,8266)) ?(11,a(8350,8263)) ?(12,a(8350,8262)) ?(13,a(8350,8261)) ?(14,a(8350,8260)) ?(15,a(8350,8259)) ?(16,a(8350,8258)) ?(17,a(8350,8256)) ?(18,a(8350,8226)) ?(19,a(8350,8225)) ?(20,a(8350,8224)) ?(21,a(8350,8223)) ?(22,a(8350,8220)) ?(23,a(8350,8219)) ?(24,a(8350,8218)) ?(25,a(8350,8217)) ?(26,a(8350,8216)) ?(27,a(8350,8215)) ?(28,a(8350,8214)) ?(29,a(8350,8213)) ?(30,a(8350,8212)) ?(31,a(8350,8210)) ?(32,a(8350,8180)) ?(33,a(8350,8179)) ?(34,a(8350,8178)) ?(35,a(8350,8177)) ?(36,a(8350,8174)) ?(37,a(8350,8173)) ?(38,a(8350,8172)) ?(39,a(8350,8170)) ?(40,a(8350,8140)) ?(41,a(8350,8139)) ?(42,a(8350,8138)) ?(43,a(8350,8137)) ?(44,a(8350,8134)) ?(45,a(8350,8133)) ?(46,a(8350,8132)) ?(47,a(8350,8130)) ?(48,a(8350,8100)) ?(49,a(8350,8099)) ?(50,a(8350,8098))  (7831 tests, cond 2)
		n1 false (test_time = 19.047)
search: ww_adaptive: finding best
	from new super-mutant
search: ww_adaptive: finding 50 best for super-mutant
*** 3600m timeout
php-bug-2011-11-22-ecc6c335c5-b548293b99.tar.gz
Wed Dec 18 21:40:07 EST 2013
shutting down
